Kertas – Kekasih Yang Tak Di Anggap
aku mentari tapi tak menghangatkanmu
aku pelangi tak memberi warna di hidupmu
aku sang bulan tak menerangi malammu
aku lah bintang yg hilang ditelan kegelapan
selalu itu yg kau ucapkan padaku
reff:
sebagai kekasih yg tak dianggap
aku hanya bisa mencoba mengalah
menahan setiap amarah
aku sang bulan tak menerangi malammu
aku lah bintang yg hilang ditelan kegelapan
repeat reff
sebagai kekasih yg tak dianggap
aku hanya bisa mencoba bersabar
ku yakin kau kan berubah
repeat reff
Krishna ft. Dudi – Kau Buatku Menangis
derai hujan membasahi bumi
iringi kepergianmu dari sisiku
samar terdengar langkahmu menjauh
memudar tanpa jejak dan menghilang
ku tak mampu hadapi semua
ku tak sanggup lewati waktu
tanpa hadirmu yang selalu mengilhami
tiadakah jiwamu mengerti
betapa agungnya kasihku
bagai langit luas tak berbatas
kau buat ku menangis
kau buat ku tersiksa
merasakan perih
hancur perasaan ini
tiada derita pernah kualami
sehancur denganmu
sepanjang umurku
saat kuinginkan dirimu
kau seperti malaikat pelindungku
berikan cahaya di setiap sepiku
namun mengapa kau hempaskan aku
di saat ku butuh cinta dan sayang
dirimu laksana surga
pancaran anugrah cinta
hingga ku tegar langkahkan hidup
masihkah kau mungkin bisa mencintaiku
karena ku kan selalu kembali bersama
kau buat ku menangis
kau buat ku tersiksa
merasakan perih
hancur perasaan
saat kau tinggalkan diriku
Krishna Feat. Ale – Rahasia Indah
Tak terbayangkan berjumpa dengan dirimu
Menjadi awal kisah kita berdua
Terlanjur jauh sudah ku jatuh hati padamu
Tanpa ku pikir lagi nyatanya ku salah
Reff :
Mengapa tak katakan
Kau telah berdua
Mengapa berdusta
Tuk raih cintaku
Mestinya kau jujur padaku
Tulus padaku mungkin ku tak membalas
Ku tak mau berbagi cinta dengannya
Karna ku tak ingin ada yang terluka
Biarlah yang lalu menjadi
Sebuah rahasia indah kita berdua…
Dia yang pantas dapatkan cinta darimu
Karna dia yang pertama mencintamu
Kini berakhir sudah kepada keputusanku
Meskipun itu perih ku rela kau pergi
Back To Reff :
Change The World (English) – Max Alto
I want to change the world,
Keep on holding on your desire,
You will get a shining love,
That you can reach alone
If you go on to get your goal,
It’s wonderland.
I felt so worried when I spent all the time
thinking of the future of us
‘Cause I know, there’s nothing
That I really want to know.
And then I met you, so I could feel,
What you should know:
I’ve finally found your love,
And now I’m really feeling all right,
‘Cause the nightmare has gone,
This is the way to love you.
I want to change the world,
Walk again never miss the way,
Don’t be afraid I’m with you,
And we can fly away,
If you can stay with me forever,
Change my mind,
Won’t get lost if your passion’s true,
I’m gonna fly with you again,
So you can spread your wings,
And you will fly with me away,
It’s wonderland.
We gotta swim against the tide and the flow
Till the day when we’ll get your goal
You will see that your desire
Will be granted again
This is the feeling you’ll understand
The troubled life….
It won’t be too bad to face
And any problem you will see
Will not to be too hard
If I can walk beside you
I want to change the world
Walk again, fight against the wind
Don?t be afraid to be true
‘Cause now you have to bring
The power of your smile on your face
Change my mind
Keep on holding on your desire
You will get a shining love
That you can reach alone
If you go on to get your goal
It’s wonderland.
I want to change the world,
Walk again never miss the way,
Don’t be afraid I’m with you,
And we can fly away,
If you can stay with me forever,
Change my mind,
Won’t get lost if your passion’s true,
I’m gonna fly with you again,
So you can spread your wings,
And you will fly with me away,
It’s wonderland.
http://www.animelyrics.com/anime/inuyasha/changetheworlde.htm
Problem Based Learning In Mathematics
Problem-Based Learning (PBL) describes a learning environment where problems drive the learning. That is, learning begins with a problem to be solved, and the problem is posed is such a way that students need to gain new knowledge before they can solve the problem. Rather than seeking a single correct answer, students interpret the problem, gather needed information, identify possible solutions, evaluate options, and present conclusions. Proponents of mathematical problem solving insist that students become good problem solvers by learning mathematical knowledge heuristically. Students’ successful experiences in managing their own knowledge also helps them solve mathematical problems well (Shoenfeld, 1985; Boaler, 1998). Problem-based learning is a classroom strategy that organizes mathematics instruction around problem solving activities and affords students more opportunities to think critically, present their own creative ideas, and communicate with peers mathematically (Krulik & Rudnick, 1999; Lewellen & Mikusa, 1999; Erickson, 1999; Carpenter et al., 1993; Hiebert et al., 1996; Hiebert et al., 1997).
PBL AND PROBLEM SOLVING
Since PBL starts with a problem to be solved, students working in a PBL environment must become skilled in problem solving, creative thinking, and critical thinking. Unfortunately, young children’s problem-solving abilities seem to have been seriously underestimated. Even kindergarten children can solve basic multiplication problems (Thomas et al., 1993) and children can solve a reasonably broad range of word problems by directly modeling the actions and relationships in the problem, just as children usually solve addition and subtraction problems through direct modeling. Those results are in contrast to previous research assumptions that the structures of multiplication and division problems are more complex than those of addition and subtraction problems. However, this study shows that even kindergarten children may be able to figure out more complex mathematical problems than most mathematics curricula suggest. PBL in mathematics classes would provide young students more opportunities to think critically, represent their own creative ideas, and communicate with their peers mathematically.
PBL AND CONSTRUCTIVISM
The effectiveness of PBL depends on student characteristics and classroom culture as well as the problem tasks. Proponents of PBL believe that when students develop methods for constructing their own procedures, they are integrating their conceptual knowledge with their procedural skill. Limitations of traditional ways of teaching mathematics are associated with teacher-oriented instruction and the “ready-made” mathematical knowledge presented to students who are not receptive to the ideas (Shoenfeld, 1988). In these circumstances, students are likely to imitate the procedures without deep conceptual understanding. When mathematical knowledge or procedural skills are taught before students have conceptualized their meaning, students’ creative thinking skills are likely to be stifled by instruction. As an example, the standard addition algorithm has been taught without being considered detrimental to understanding arithmetic because it has been considered useful and important enough for students to ultimately enhance profound understanding of mathematics. Kamii and Dominick(1998), and Baek (1998) have shown, though, that the standard arithmetic algorithms would not benefit elementary students learning arithmetic. Rather, students who had learned the standard addition algorithm seemed to make more computational errors than students who never learned the standard addition algorithm, but instead created their own algorithm.
STUDENTS’ UNDERSTANDING IN PBL ENVIRONMENT
The PBL environment appears different from the typical classroom environment that people have generally considered good, where classes that are well managed and students get high scores on standardized tests. However, this conventional sort of instruction does not enable students to develop mathematical thinking skills well. Instead of gaining a deep understanding of mathematical knowledge and the nature of mathematics, students in conventional classroom environments tend to learn inappropriate and counterproductive conceptualizations of the nature of mathematics. Students are allowed only to follow guided instructions and to obtain right answers, but not allowed to seek mathematical understanding. Consequently, instruction becomes focused on only getting good scores on tests of performance. Ironically, studies show that students educated in the traditional content-based learning environments exhibit lower achievement both on standardized tests and on project tests dealing with realistic situations than students who learn through a project-based approach (Boaler, 1998). In contrast to conventional classroom environments, a PBL environment provides students with opportunities to develop their abilities to adapt and change methods to fit new situations. Meanwhile, students taught in traditional mathematics education environments are preoccupied by exercises, rules, and equations that need to be learned, but are of limited use in unfamiliar situations such as project tests. Further, students in PBL environments typically have greater opportunity to learn mathematical processes associated with communication, representation, modeling, and reasoning (Smith, 1998; Erickson, 1999; Lubienski, 1999).
TEACHER ROLES IN THE PBL ENVIRONMENT
Within PBL environments, teachers’ instructional abilities are more critical than in the traditional teacher-centered classrooms. Beyond presenting mathematical knowledge to students, teachers in PBL environments must engage students in marshalling information and using their knowledge in applied settings. First, then, teachers in PBL settings should have a deep understanding of mathematics that enables them to guide students in applying knowledge in a variety of problem situations. Teachers with little mathematical knowledge may contribute to student failure in mathematical PBL environments. Without an in-depth understanding of mathematics, teachers would neither choose appropriate tasks for nurturing student problem-solving strategies, nor plan appropriate problem-based classroom activities (Prawat, 1997; Smith III, 1997). Furthermore, it is important that teachers in PBL environments develop a broader range of pedagogical skills. Teachers pursuing problem-based instruction must not only supply mathematical knowledge to their students, but also know how to engage students in the processes of problem solving and applying knowledge to novel situations. Changing the teacher role to one of managing the problem-based classroom environment is a challenge to those unfamiliar with PBL (Lewellen & Mikusa, 1999). Clarke (1997), found that only teachers who perceived the practices associated with PBL beneficial to their own professional development appeared strongly positive in managing the classroom instruction in support of PBL. Mathematics teachers more readily learn to manage the PBL environment when they understand the altered teacher role and consider preparing for the PBL environment as a chance to facilitate professional growth (Clarke, 1997).
CONCLUSIONS
In implementing PBL environments, teachers’ instructional abilities become critically important as they take on increased responsibilities in addition to the presentation of mathematical knowledge. Beyond gaining proficiency in algorithms and mastering foundational knowledge in mathematics, students in PBL environments must learn a variety of mathematical processes and skills related communication, representation, modeling, and reasoning (Smith, 1998; Erickson, 1999; Lubienski, 1999). Preparing teachers for their roles as managers of PBL environments presents new challenges both to novices and to experienced mathematics teachers (Lewellen & Mikusa, 1999).
REFERENCES
Boaler, J. (1998). Open and closed mathematics: student experiences and understandings. “Journal for Research on Mathematics Education,” 29 (1). 41-62.
Carpenter, T., Ansell, E. Franke, M, Fennema, E., & Weisbeck, L. (1993). Models of problem solving: A study of kindergarten children’s problem solving processes. “Journal for Research in Mathematics Education,” 24 (5). 428-441.
Clarke, D. M. (1997). The changing role of the mathematics teacher. “Journal for Research on Mathematics Education,” 28 (3), 278-308.
Erickson, D. K. (1999). A problem-based approach to mathematics instruction.”Mathematics Teacher,” 92 (6). 516-521.
Hiebert, J., Carpenter, T. P., Fennema, E., Fuson, K., Human, P., Murray, H., Olivier, A., & Wearne, D. (1996). Problem solving as a basis for reform in curriculum and instruction: The Case of Mathematics. “Educational Researcher,” 12-18.
Hiebert, J. Carpenter, T. P., Fennema, E., Fuson, K., Human, P., Murray, H., Olivier, A., & Wearne, D. (1997). Making mathematics problematic: A rejoinder to Prawat and Smith. “Educational Researcher,” 26 (2). 24-26.
Krulik, S., & Rudnick, J. A. (1999). Innovative tasks to improve critical- and creative-thinking skills. In I. V. Stiff (Ed.), “Developing mathematical reasoning in grades K-12.” Reston. VA: National Council of Teachers of Mathematics. (pp.138-145).
Lewellen, H., & Mikusa, M. G. (February 1999). Now here is that authority on mathematics reform, Dr. Constructivist! “The Mathematics Teacher,” 92 (2). 158-163.
Lubienski, S. T. (1999). Problem-centered mathematics teaching. “Mathematics Teaching in the Middle School,” 5 (4). 250-255.
Prawat, R. S. (1997). Problematizing Dewey’s views of problem solving: A reply to Hiebert et al. “Educational Researcher.” 26 (2). 19-21.
Schoenfeld, A. H. (1985). “Mathematical problem solving.” New York: Academic Press.
Smith, C. M. (1998). A Discourse on discourse: Wrestling with teaching rational equations. “The Mathematics Teacher.” 91 (9). 749-753.
Smith III, J. P. (1997). Problems with problematizing mathematics: A reply to Hiebert et al. “Educational Researcher,” 26 (2). 22-24.
taken from http://www.ericdigests.org/2004-3/math.html
How To Teach Math
From The MathLab.com :
1. Force Them To Talk
If you really want to TEACH mathematics, you must FORCE YOUR STUDENTS TO TALK!
Remember that humans have a strong need to communicate, especially in their early teenage years. Communicating helps all people to cope with the stresses of life, because it assures them that others have similar problems and experiences.
Teachers can USE this human need for communication to their benefit. Don’t fight it. Design your learning environment to encourage talking, and then structure your lessons to FORCE communication about MATH. This will have a tremendous positive effect upon your students because you will be satiating their basic need for communication and at the same time you will be soothing their math anxiety through this communication.
When they are “forced” to talk, which is something they desperately need to do anyway, they will invariably share the stuff that they can’t figure out with each other. Before you know it, you have kids, who can’t sit and listen to YOU for more than 3 minutes, leading discussions and helping their peers.
Kids NEED to talk about their math because they speak the same language. They will be able to translate the teacher’s formal math talk into the language of “kid” far more efficiently than the teacher. Sometimes they get so excited helping each other that you can’t believe they are the same kids who ignore your ever so well planned lectures. You will see intelligence where you thought none existed if you can just get them talking about the math.
*As a note here we must emphasize, especially for any of you just starting out teaching, the teacher is SUPPOSED to talk mathematically correct. He or she may do some translating into the common vernacular as needed, but it is too dangerous to wander very far from correct definitions, theorems, and formal algorithms. Remember, in mathematics, words are never used as “fluff”, if it’s in the definition, then it’s necessary. Like the definition of prime number: a number is prime if it has exactly, two, distinct, whole number, factors, one and itself.
Now is the number ONE prime? No, because it has only one, distinct, whole number factor, itself. So the word distinct is really needed here, it’s not “fluff”.
What about ZERO, is it prime?No, because it has an infinite number of factors. Itself times any number is zero, so the word exactly is essential in this definition.
Okay, with all that said, your next question should be,”How do you get kids to talk about math?”
We have experimented with many scenarios and find that placing your room into groups of two to six people, with four being optimum, is the best way to start. When you want them to talk, they need to be facing each other. That way their attention is focused into the group and the noise level is much more easily contained. They wont need to yell across the room to get someone’s attention if they are allowed to be talking in their groups.
Once your groups are established, more about that in “the gentle art of ice smashing“, all you have to do is design some sort of GRADED activity that can be done in three to five minutes.
We do “homework quizzes”. These are always done after the class has had an opportunity to ask questions on the previous night’s assignment. They form their groups, and put their name and all the other names of the people in their group on a piece of paper. Then we place one problem at a time on the board. They will have three to five minutes per problem depending upon its difficulty.
The kids must all agree upon the answer and show all the work to back that answer up. This FORCES them to talk math because at the end of the quiz, we collect only ONE PAPER from each group, they do not know who’s paper will be selected, and they ALL GET THE SAME GRADE.
Now this shouldn’t be a big deal if indeed they truly all have shared in the ideas. Everyone has a chance to contribute, and they really do, because we walk around the class and listen to them talk. Any student who is not actively involved in the solving is quietly removed from the group and takes the quiz alone. No one wants to be removed from the group, so they all really try.
Then eventually, even the slower kids find that they can contribute something and that maybe they are not the only ones who don’t understand everything. It is actually quite a math anxiety reliever and a tremendous TEACHING TOOL. This type of quiz is meant not so much to evaluate as to TEACH.
Getting mathematics into students in this way is a strong attitude enhancer too. They enjoy the talking, and arguing, and sometimes even laughing about math. And when people enjoy something, they do it. It’s just human nature. Never underestimate the teaching power of a well motivated study group!
2. The Gentle Art Of Ice-Smashing
Group work will not be successfull unless you GENTLY SMASH THE ICE.
People set up natural barriers bewteen themselves and the rest of the world. It’s a self defense mechanism, and we all do it to a certain extent. If you want teenagers to work together on math, you need to smash through those barriers and give them some common ground.
Most likely your groups will be mixed between sexes, abilities, and more, importantly social cliques. It is most productive to mix the groups in every imaginable way. It gives the kids more life coping skills and promotes an overall unity of classroom as the kids move from group to new group throughout the year.
So how do you get the homecoming queen girl with perfect nails, the fat smelly kid with zits, the loud mouthed football running back, and the multipierced black stained goth chick to pull together as a productive math unit? YOU PLAY A GAME!
There have been a few times where we thought all the kids knew each other and they didn’t really need the ice smashing activity, so we skipped it, only to have a whole nine week period pass with no fun and more than a few fights. ICE SMASHING IS ESSENTIAL for group bonding. Never overlook this step if you are serious about having your students learn together.
Here is a partial list of some of the games we have played over the years.
Micro-Pictionary
How big is my belly
Mystery sight
Speed acting
Rock Bands and Math Pods
Test of genius
3. Doing Is Everything
Get your students DOING math every lesson.
All people need varying degrees of “hands-on” experience to truly master a topic. Some need a lot, others a little, but we all need a portion, so be sure to supply it EVERY LESSON.
Introductory warm-ups are a great way to start a lesson. They can be different each day and act as a lead in to the lesson topic. They can be used to reinforce a skill that will be essential to the day’s lesson.
Things to remember are:
Let them be short, 3-7 minutes.
Have the students use their hands as well as their minds, to cut paper, or fold paper or arrange items, etc.
Keep it fresh so the class will look forward to what you are going to pull out of your hat each day.
You may be saying, “Oh sure, how am I supposed to come up with an enticing, fun, hands-on activity every day for every class and one that actually applies to the lesson at hand?”
This is a logical question. And the answer is, STEAL. Until you have taught long enough to have a wonderful repertoire of self made wonder gems, you will simply have to do what everyone else does, use other people’s ideas, and modify them to fit your own teaching style and students. themathlab.com is packed with some of our best wonder gems, but we also highly recommend the book MATH STARTERS.
Also remember, once the formal lesson begins they still need to be doing math. Be sure to throw out lots of questions like, “What would happen to this expression if…, Okay, now flip it over and what will it look like, draw this…, Will it work for negative one…, Will it work for zero…., Where does this fail to be true…, Draw me an example of one that wouldn’t work…,etc.
When you throw out these type of questions, GIVE THEM TIME TO THINK, walk around the classroom and look at what they are writing. You can also encourage them to come up with a group consensus, if they are sitting in groups. Communication between learners is essential. You’ll be surprised, when you open the math up to the kids, they will almost always come up with something that you haven’t thought of. Thus your own breadth of knowledge will be enhanced. It’s a very positive experience for everyone.
The next logistical consideration is, “How do you get them ALL working when you have a class with 20 or more students?” It’s seems impossible to get them all working and give feedback to each one quickly. If you could only see what they were all doing with just a glance it would be so much easier. Now if you have lots of chalk board space, you can send them all to the board, but in many instances this is not possible.
Here’s an idea that we use all the time. We use “think-boards”. These are mini chalk boards about one foot square. They fit on top of the student’s desks. They write their responses and then hold up the boards. We can see in just a few seconds who understands and who doesn’t. We keep chalk and clean washrags with these boards. Students pick these up as they enter the room on days that we are using the think-boards. Some students opt to dampen their washrags in the restroom before class starts. Everyone knows this is fine as long as it’s done before class starts.
You can make a classroom set of think boards. Simply buy a sheet of 4′ x 8′ masonite or 1/4 inch smooth plywood. Paint it on one side with a dark, FLAT, paint using a smooth roller, we recommend two coats. Let the paint dry, and then cut it into 12 inch square boards. If you don’t have the tools to cut the boards, ask your industrial arts teacher to cut them for you.
*NOTE OF EXTREME IMPORTANCE: If you want your students to do math willingly and with enthusiasm, never ridicule a student for giving a wrong answer. Find something good about their response, then rephrase the question or modify it in a different way and ask them again. This gives the individual a chance to publicly redeem themselves and not feel stupid. It also sets a tone of respect and safety in your classroom that will be appreciated. You will get a great deal more participation if everyone knows that they are not in danger of ridicule.
4. It’s Okay To Be Wrong
You must have one cardinal, unbreakable, totally accepted rule in your classroom. IT’S OKAY TO BE WRONG!!!. NEVER, under any circumstances, ridicule or be sarcastic to a learner who makes a mistake.
We all make mistakes, and nothing destroys a person’s desire to try, faster than public ridicule.
If you want your students to do math willingly and with enthusiasm, never ridicule a student for giving a wrong answer. Find something good about their response, then rephrase the question or modify it in a different way and ask them again. This gives the individual a chance to publicly redeem themselves and not feel stupid. It also sets a tone of respect and safety in your classroom that will be appreciated. You will get a great deal more participation if everyone knows that they are not in danger of ridicule.
A nice result of this rule will be that your students will extend the same respect to you. When you screw up, and you will, they will politely correct you and the atmosphere of trust will be protected.
If you, the teacher, violate this rule even one time, you will lose the trust of your students and the environment in your classroom will deteriorate immediately. You will see the students shut down. They will instantly believe that if you can embarrass one student you can do it to them too. So NEVER VIOLATE THIS RULE!!!
If for some reason, like lack of sleep or complete frustration, you let a rude or sarcastic comment pass from your lips, your only hope is to publicly acknowledge your mistake and apologize to the student you insulted in front of the others. Make sure you are sincere too or it will worsen the insult. Most people will give you one more chance if you are willing to publicly admit your mistake. But again, these infractions must be very rare or you will lose the trust of your whole class.
5. Keep Your Class Fresh
Would you want to eat the same stale tasteless meat day after day after day after day after day? No, of course not. So DON’T SERVE STALE MEAT TO YOUR STUDENTS.
Keep your classes FRESH!
People learn at different rates and in different ways. So if you do the same thing everyday, you will be doing a tremendous disservice to a large percentage of your students. Vary your methods of instruction frequently and you will keep more students learning.
Remember there are few people in the world who can learn just by hearing, these are auditory learners. Some can learn by just watching an example or two, but the majority of people need to involve more than just their ears and eyes. They need to touch it, sing it, dance to it, build it, draw it, write about it, act it out, argue about it, or in general just EXPERIENCE what they learn.
Okay so how do you get your students to EXPERIENCE their math? Give them something fresh and a bit fun every day. Here are some things that our teachers do to get you thinking of possibilities:
- Games
- mini-lectures (five minutes of talk, five minutes of try the idea)
- boardwork
- groupwork
- individual work
- projects
- videos
- writing assignments
- discovery lessons
- computer practice
- Internet research
- spreadsheet explorations
- humorous stories
- lively historical anecdotes and facts
- one on one peer tutoring
- experiments
- timed drills
- self checking worksheets with answer banks
7. Become Skillful THIEF
You must become a creative, skillful, THIEF.
No, we are not kidding.It is absolutely essential that you become an expert at sniffing out the best ideas and techniques of successful teachers. Once found, you must STEAL THEM and make them your own.
The key here is the “make them your own” part. The act of using someone else’s activity will become worlds richer when it is tailored to YOUR teaching style and personality and of course to your students.
To help you in your quest to steal the best and nothing but the best, check out these links.
TEACHING AS A PROFESSION
By FRANK ROSCOE
Secretary of the Teachers Registration Council
The title of this chapter is prophetic rather than descriptive for although teachers often claim for their work a professional status and find their claim recognised by the common use of the phrase “teaching profession” yet it must be admitted that teachers do not form a true professional body. They include in their ranks instructors of all types, from the university professor to the private teacher or “professor” of music. Their terms of engagement and rate of remuneration exhibit every possible variety. Their fitness to undertake the work of teaching is not tested specifically, save in the case of certain classes of teachers in public elementary schools, nor is there any general agreement as to the proper nature and scope of such a test, could one be devised. Usually, it is true, the prospective employer demands evidence that the intending teacher has some knowledge of the subject he is to teach. He may seek to satisfy himself that the applicant has other desirable qualities, personal and physical, which will fit him to take an active and useful part in school work. These inquiries, however, will have little or no reference to his skill in teaching, apart from what is called discipline or form management.
The characteristics of a true profession are not easily defined, but it may be assumed that they include the existence of a body of scientific principles as the foundation of the work and the exercise of some measure of control by the profession itself in regard to the qualifications of those who seek to enter its ranks. Taken together, these two characteristics may be said to mark off a true profession from a business or trade. The skilled craftsman or artisan may belong to a union which seeks to control the entrance to its ranks, but the difference between the member of the Amalgamated Society of Engineers and the member of the Institution of Mechanical Engineers is that the former belongs to a body chiefly concerned with the application of certain methods while the latter belongs to one which is concerned with those methods, not only in their application but also in their origin and development. It is recognised that there is a body of scientific knowledge underlying the practice of engineering, and the various professional institutions of engineers seek to extend this knowledge, while claiming also the right to ascertain the qualifications of those who desire to become members of their profession. The same is true in different ways with regard to the professions of law and medicine. It is to be noted also that within these professions the admitted member is on a footing of equality with all his colleagues save only so far as his professional skill and eminence entitle him to special consideration.
It will be seen at once that there are great difficulties to be overcome before teaching can be truly described as a profession. The diversity of the work is so great that it may be held that teaching is not one calling but a blend of many. It is difficult to find any common link between the university professor, the head master of a great public school, an instructor in physical training, and a kindergarten teacher. It is not easy to bring together the head master of a preparatory school, working in complete independence, and the head master of a public elementary school, dealing with pupils of about the same age as those in the preparatory school, but controlled and directed by an elected public authority under the general supervision of the Board of Education. Yet despite these apparent divergences of aim all teachers may be regarded as pursuing the same end. They are engaged in bringing to bear upon their pupils certain formal and purposeful influences with the object of enabling them to play their part in the business of life. Such formal influences are seconded by countless informal ones. School and university alone do not make the complete man and it is an important part of the teacher’s task to second his direct and purposeful teaching by the influence of his own personality and conduct, and by securing that the form or school is in harmony with the general aim of his work.
Skill in imparting instruction is by no means the whole of the equipment required by a teacher. It is indeed possible to give “a good lesson” or a series of “good lessons” and yet to fail in the real work of teaching. In some branches far too much stress has been laid on the more purely technical and mechanical attributes of good teaching as distinct from the finer and more permanent qualities such as intellectual stimulus, the awakening of a spirit of inquiry, and the development of a true corporate sense. By way of excuse it may be said that teaching has tended to become a form of drill chiefly in those schools where the classes have been too large to permit of anything better than rigid discipline and a constant attention to the learning of facts. Teachers in such circumstances are gravely handicapped in all the more enduring and important parts of their work. Very large schools and classes of an unwieldy size tend to turn the teacher into a mere drill sergeant.
While full provision should always be made for the exercise of the teacher’s individuality there must be sought some unifying principle in all forms of teaching work. Unless it is agreed that the imparting of instruction demands special skill as distinct from knowledge of the subject-matter we shall be driven to accept the view that the teacher, as such, deserves no more consideration than any casual worker. No claim to rank as a profession can be maintained on behalf of teachers if it is held that their work may be undertaken with no more preparation than is involved in the study of the subject or subjects they purpose to teach. A true profession implies a “mystery” or at least an art or craft and some knowledge of this would seem to be essential for teachers if they are to have professional status.
The difficulty in this connection is that the principles of teaching have not yet been worked out satisfactorily. Our knowledge of the operations of the mind develops very slowly and those who carry out investigations in this field of research are few in number. Their conclusions are not necessarily related to teaching practice but cover a wider field. The study of applied psychology with special reference to the work of the teacher needs to be encouraged since it will serve to enlarge that body of scientific principle which should form the basis of teaching work. It is by no means necessary, or even desirable, that teachers should be expected to spend their time in psychological research. Their business is to teach and this requires that they should devote themselves to applying in practice the truths ascertained and verified by the psychologists. For this purpose it will be necessary that they should know something of the method by which these truths are sought and proved. It is also an advantage for teachers to learn something of the history of education, not as a series of biographies of so-called Great Educators but rather with the object of learning what has been suggested and attempted in former times. Such a knowledge furnishes the teacher with the necessary power to deal with new proposals and with the many “systems” and “methods” which are continually arising. Instead of becoming an eager advocate of every novelty or adopting an attitude of indiscriminate scepticism he will be in some measure able to estimate the true merit of new proposals, and his knowledge of mental operations will serve as an aid in judging whether they have any germ of sound principle. The alternative plan of leaving the teacher to learn his craft solely by practice often has the result of confining him too closely to narrow and stereotyped methods, based either on the imperfect recollection of his own schooldays, or on the method of some other teacher. Imitation is cramping and serves to destroy the qualities of initiative and adaptability which are indispensable to success in teaching.
It will be noted that no extravagant demand is put forward on behalf of what is called training in teaching. The methods of training hitherto practised have been based too frequently on the assumption that it is possible to fashion a teacher from the outside, as it were, by causing him to attend lectures on psychology and teaching method and to hear a course of demonstration lessons. This plan may fail completely since it is possible to write excellent examination answers on the subjects named and even to give a prepared lesson reasonably well without being fitted to undertake the charge of a form. It should be recognised that the practice of teaching can be acquired only in the class-room under conditions which are normal and therefore entirely different from those existing in the practising school of a training college. When this truth is fully apprehended we may expect to find that the young teacher is required to spend his first year in a school where the head master and one or more members of the regular staff are qualified to guide his early efforts and to establish the necessary link between his knowledge of theory and his requirements in practice.
The Departments of Education in the universities should be encouraged to develop systematic research into the principles of teaching and should be in close touch with the schools in which teachers are receiving their practical training.
The plan suggested will be free from the reproach often levelled against the existing method of training teachers, namely, that it is too theoretical and produces people who can talk glibly about education without being able to manage a class. It will also recognise the truth that the young teacher has much to learn in regard to the art or craft of teaching and that there are certain general principles which he must know and follow if he is to be successful in his chosen work. The application of these principles to his own circumstances is a matter of practice, for in teaching, as in any other art, the element of personality far outweighs in its importance any matter of formal technique or special method. The ascertained and accepted principles underlying all teaching should be known and thereafter the teacher should develop his own method, reflecting in his practice the bent of his mind.
The recognition of a principle does not of necessity involve uniformity in practice. Freedom in execution is possible only within the limits of an art. The problem is to define these limits in such a liberal manner as will allow for variety and individual expression. The saying that teachers are born, not made, is one which may be made of those who practise any art, but the poet or painter can exercise his innate gifts only within certain limits and with regard to certain rules. It is no less fatal to his art for him to abandon all rules than it is for him to accept every rule slavishly and apply it to himself without intelligence.
The acceptance of the principle that there is an art or at least a craft of teaching is a condition precedent to any attempt to make teaching a profession in reality as well as in name.
The further requirement is that those who are engaged in teaching should have some power of controlling the conditions under which they work and more especially of testing the qualifications of those who desire to join their ranks. This demands a recognition of the essential unity of all teaching work and a consequent effort to bring all teachers together as members of one body, possessing a certain unity or solidarity in spite of its apparent diversities. To form such a body is a task of great difficulty since the various types of teachers have in the past tended to separate themselves into groups, each having its own association and machinery for the protection of its own interests. Apart from the teaching staffs of the various universities, there are in England and Wales over fifty associations of teachers, ranging from the National Union of Teachers with over ninety thousand subscribing members to bodies numbering only a few score adherents. These associations reflect the great diversity of teaching work already described, but all alike are seeking to promote freedom for the teacher in his work and to advance professional objects. Such aspirations have been in the minds of teachers for many years and from time to time attempts have been made to realise them by establishing a professional Council with its necessary adjunct of a Register of qualified persons. Seventy years ago the College of Preceptors, with its grades of Associate, Licentiate and Fellow, suggesting a comparison with the College of Physicians, was established with the object of “raising the standard of the profession by providing a guarantee of fitness and respectability.” The College Register was to contain the names of all those who were qualified to conduct schools, and admission to the Register was controlled by the College itself in order to provide a means of excluding all who were likely to bring discredit upon the calling of a teacher by reason of their inefficiency or misconduct. The scheme thus launched was, however, not comprehensive, since it concerned chiefly the teachers who conducted private schools and did not contemplate the inclusion of those who were engaged in universities, public schools, or the elementary schools working under the then recently established scheme of State grants. Teachers in schools of this last description were apparently intended by the government of the day to be regarded as civil servants, appointed and paid by the State. Subsequent legislation modified this arrangement, but teachers in schools receiving government grants are still subject to a measure of control, and those in public elementary schools are licensed by the State before being allowed to teach. It will be seen that the effort to organise a teaching profession was hampered from the start by the fact that teachers were not entirely free to set up their own conditions, since the State had already taken charge of one branch, while further difficulties arose from the varied character of different forms of teaching work and from the circumstance that some of these forms were traditionally associated with membership of another profession, that of a clergyman.
Hence it was that despite several attempts to institute a Register of Teachers and to organise a profession the difficulties seemed to be insurmountable. Between the years 1869 and 1899 several bills were introduced in Parliament with the object of setting up a Register of Teachers but all met with opposition and were abandoned. The Board of Education Act of 1899 gave powers for constituting by Order in Council a Consultative Committee to advise the Board on any matter referred to the Committee and also to frame, with the approval of the Board, regulations for a Register of Teachers. It was not until 1902 that an Order in Council established a Registration Council and laid down regulations for the institution of a Register. The Council thus established consisted of twelve members, six of whom were nominated by the President of the Board of Education while one was elected by each of the following bodies: the Headmasters’ Conference, the Headmasters’ Association, the Head Mistresses’ Association, the College of Preceptors, the Teachers’ Guild, and the National Union of Teachers. The members of the Council were to hold office for three years, and afterwards, on 1 April, 1905, the constitution of the Council was to be revised. The duty assigned to the Council was that of establishing and keeping a Register of Teachers in accordance with the regulations framed by the Consultative Committee and approved by the Board of Education. Subject to the approval of the Board the Council was empowered to appoint officers and to pay them. The income was to be provided by fees for registration and the accounts were to be audited and published annually by the Board to whom the Council was also required to submit a report of its proceedings once a year.
Under this scheme a Register was set up, with two columns, A and B. In the former were placed the names of all teachers who had obtained the government certificate as teachers in public elementary schools. This involved no application or payment by such teachers, who were thus registered automatically. Column B was reserved for teachers in secondary schools, public and private. Registration in these cases was voluntary and demanded the payment of a registration fee of one guinea in addition to evidence of acceptable qualification in regard to academic standing and professional training. Although teachers of experience were admitted on easier terms the regulations were intended to ensure that, after a given date, everybody who was accepted for registration should have passed satisfactorily through a course of training in teaching. As designed in the first instance Column B furnished no place for teachers of special subjects and it became necessary to institute supplemental Registers in regard to music and other branches which had come to form part of the ordinary curriculum of a secondary school.
The scheme thus provided a Register divided into groups according to the nature of the accepted applicant’s work. Such an arrangement presented many difficulties since it ignored all university teachers and assigned the others to different categories depending in some instances on the type of school in which they chanced to be working and in others on the subject which they happened to be teaching.
A professional Register constructed on these lines had the seeming advantage of supplying information as to the type of work for which the individual teacher was best fitted. On the other hand it was held that the division of teachers into categories was unsound in principle and the teachers in public elementary schools were not slow to resent the suggestion that they belonged to an inferior rank and were properly to be excused the payment of a fee. They pointed out that many of their number held academic qualifications which were higher than those required to secure admission to Column B wherein some eleven thousand teachers had been registered, of whom not more than one half were graduates. The views thus expressed were shared by many other teachers and it speedily became manifest that the proposed Register could not succeed. In the Annual Report of 1905 the Council stated that under existing conditions it was not practicable to frame and publish an alphabetical Register of Teachers such as appeared to be contemplated in the Act of 1899. In June, 1906, the Board of Education published a memorandum stating the reasons which had led it to take the opportunity afforded by impending legislation to abolish the Register, and in the Education Bill of 1906 a clause was inserted which removed from the Consultative Committee the obligation to frame a Register of Teachers. This clause was strongly opposed by many associations of teachers. It was urged by these bodies that although one scheme had failed yet a Register was still possible and desirable. It was held by many that the task assigned to the Registration Council had been an impossible one since the conditions of supervision and control imposed under the Act of 1899 left the Council very little freedom and wholly precluded the establishment of a self-governing profession. The general opinion seemed to be that any future Register must be in one column avoiding any attempt to divide those registered into different classes and that any future Council must be as independent and widely representative as possible. This opinion found expression and official sanction in a memorandum issued by the Board of Education in 1911 after several conferences had been held for the purpose of promoting a new registration scheme. The memorandum stated that: “It should not be so much the kinds of teachers likely to be most rapidly or easily admitted to the Register that should specially determine the composition of the Council but rather the larger and more general conception of the unification of the Teaching Profession.” This new and wider idea served to govern the formation of the Teachers Registration Council which was established by an Order in Council of February, 1912. The body constituted by this Order consists wholly of teachers and includes eleven representatives of each of the following classes: the Teaching Staffs of Universities, the Associations of Teachers in Public Elementary Schools, the Associations of Teachers in Secondary Schools, and the Associations of Teachers of Specialist Subjects. The Council thus numbers forty-four and it is ordered that the chairman shall be elected by the Council from outside its own body. At least one woman must be elected by each appointing body which sends more than one representative to the Council provided that the body includes women among its members. It will be seen that the constitution aimed at forming a Council wholly independent and thoroughly representative. This quality was further ensured by the establishment of ten committees, representing various forms of specialist teaching and providing that any conditions of registration framed by the Council should be submitted to these committees before publication.
The first Council under this scheme was formed in 1912 and held office for three years as prescribed by the Order in Council. The chairman was the Right Honourable A.H. Dyke Acland and the members included the Vice-Chancellors of several universities and representatives of forty-two associations of teachers. The first duty of the Council was to devise conditions of registration and these were framed during 1913, being published at the end of that year. They provide in the first place that up to the end of 1920 any teacher may be admitted to registration who produces evidence of having taught under circumstances approved by the Council for a minimum period of five years. Regard for existing interests led to the setting up of a period of grace before the full conditions of registration came into force. After 1920, however, these become more stringent and require that before being admitted to registration the teacher shall produce evidence of knowledge and experience, while all save university teachers are also required to have undertaken a course of training in teaching. Under both the temporary and later arrangement the minimum age for registration is twenty-five and the fee is a single payment of one guinea. There is no annual subscription.
The second Council was elected in 1915 and appointed as its chairman Dr Michael E. Sadler, Vice-Chancellor of the University of Leeds. Up to the middle of July, 1916, the number of teachers admitted to the Register was 17,628 and the names of these were included in the Official List of Registered Teachers issued by the Council at the beginning of 1917. The Register itself is too voluminous for publication since it comprises all the particulars which an accepted applicant has submitted. All registered teachers receive a copy of their own register entry together with a certificate of registration. It will be seen that the task of receiving and considering applications for registration forms an important part of the Council’s work. But it is by no means its chief function. As is shown in the Board of Education memorandum already quoted the Council is intended to promote the unification of the teaching profession. The Register is nothing more than the symbol of this unity and the Council is charged with the important task of expressing the views of teachers as a body on all matters concerning their work. This is shown in the speech made by the Minister of Education at the first meeting of the Council. After welcoming the members he added:
“The object of the Council would be not only the formation of a Register of Teachers. There were many other spheres and fields of usefulness for a Council representative of the Teaching Profession. He hoped that they would be able to speak with one voice as representing the Teaching Profession, and that the Board would be able to consult with them. So long as he was head of the Board they would always be most anxious to co-operate with the Council and would attach due weight to their views. He hoped that they on their side would realise some of the Board’s difficulties and that the atmosphere of friendly relationship which he trusted had already been established would continue.”
The functions of the Council are thus seen to extend beyond the mere compilation of a Register of Teachers and to include constant co-operation with those engaged in educational administration. In view of the desire which is now generally expressed for a closer union between the directive and executive elements in all branches of industry it is safe to assume that the Teachers’ Council will grow steadily in importance, especially if it is seen to have the support of all teachers.
Meanwhile it furnishes the framework of a possible teaching profession and gives promise of securing for the teacher a definite status by establishing a standard of attainment and qualification. More than this will be required, however, if the work of teaching is to be placed on its proper level in public esteem. Those who undertake the work must be led to look for something more than material gain. The teacher needs a sense of vocation no less than the clergyman or doctor. It has been said that “teaching is the noblest of professions but the sorriest of trades” and the absence of any real enthusiasm for the work inevitably produces an attitude of mind which is alien to the spirit of a real teacher. The material reward of the teacher has accurately reflected the want of public esteem attaching to his work. For the most part a meagre pittance has been all that he could anticipate and this has led to a steady decline in the number of recruits. A profession should furnish a reasonable prospect of a career and a fair chance of gaining distinction. Such opportunities have been far too few in teaching to attract able and ambitious young men in adequate number. The remedy is to open every branch of educational work and administration to those who have proved themselves to be efficient teachers. The national welfare demands that those who are to be charged with the task of training future citizens should be drawn from the most able of our young people, to whom teaching should offer a career not less attractive than other callings. In particular the teacher should be regarded as a member of a profession and trusted to carry out his duties in a responsible manner. Excessive supervision and inspection will tend to discourage and eventually destroy that quality of initiative which is indispensable in all teaching. Freed from the monetary cares which now oppress him, definitely established as a member of a profession having some voice in its own concerns, encouraged to exercise his art under conditions of the greatest possible freedom, and provided with reasonable opportunity for advancement, the teacher will be able to take up his work in a new spirit. We may then demand from new-comers a sense of vocation and expect with some justification that teachers will be able to avoid the professional groove which is hardly to be escaped and which is quite inevitable if the conditions of one’s work preclude opportunity for maintaining freshness of mind and a variety of personal interest. Such limitations as accompany inadequate salaries, lack of prospects and absence of professional status convert teaching into “a dull mechanic art” and deprive it of its chief elements of enjoyment, namely the free exercise of personality and the recurring satisfaction of seeing minds develop under instruction, so that we are conscious of our part in helping the future citizens to make the most of their lives. It is this power of impressing one’s own personality on the pliable mind of youth which brings at once the greatest responsibility and the highest reward to the teacher and attaches to his task a true professional character since it may not be undertaken fittingly by any who cherish low aims or despise their work.
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Change the World by V-6
I want to change the world
kaze wo kakenukete nanimo osorezu ni
ima yuuki to egao no kakera daite
Change my mind
jounetsu tayasazu ni takanaru mirai ete wo nobaseba kagayakeru hazu sa
It’s wonderland
[Instrumental]
hai-iro no sora no kanata nanika oite kita
kimi wa mayoi nagara
sagashi-tsudzukeru
kimi no kokoro furuete’ta asu no mienai yo
nanimo shinjirarezu mimi wo fusagu
kimi ni deaeta toki hontou no ibasho mitsuketa
nanigenai yasashisa ga koko ni atte
bokura mezameru
I want to change the world
nido to mayowanai kimi to iru mirai
katachi doreba doko made mo toberu sa
Change my mind
jounetsu tayasazu ni shiranai ashita e
tsubasa hiroge hanabatakeru hazu sa
It’s wonderland
[Instrumental]
bokura wa onaji sekai wo oyogi-tsudzukete’ru
tagai no negai e todoku hi made
minna onaji fuan kakaete sasaeaeru yo
tachidomaru shunkan ni mitsumete’ru
kono basho ni iru
I want to change the world
kono te hanasazu ni mimamoru hitomi wo
uketometara nandatte dekiru hazu
Change my mind
hitori ni sasenai minna koko ni iru
donna koto mo tsukinukete ikou
It’s wonderland
[Instrumental]
I want to change the world
kaze wo kakenukete nanimo osorezu ni
ima yuuki to egao no KAKERA daite
Change my mind
jounetsu tayasazu ni takanaru mirai e
te wo nobaseba kagayakeru hazu sa
It’s wonderland
Kurang lebih terjemahannya seperti ini
I want to change the world
Piercing through the gales, unafraid of anything,
Now I hold my courage and pieces of my smile
Change my mind
If we reach out to the soaring future
without losing our passion, we’ll be able to shine,
It’s wonderland
[Instrumental]
You’ve left something in the far reaches of the grey sky,
and you keep on searching
as you wander.
In the night when your heart shook, and I can’t see tomorrow
I can’t believe anything, and close my ears.
When I met you, I found my true place in life.
An innocent kindness is right here.
And so we awaken…
I want to change the world
I won’t hesitate again. If I can shape a future with you,
then I can fly anywhere.
Change my mind
I can spread my wings and fly towards the unknown future
without losing my passion.
It’s wonderland
[Instrumental]
We keep swimming the same world
until the day we reach our dreams.
All of us bear the same worries
When you stop and look, I’ll be right here
gazing at you.
I want to change the world
If you accept my gaze as I watch over you
and don’t let go of my hand, I can do anything.
Change my mind
I won’t let you be alone. Everyone is here.
Let’s pierce our way through whatever may happen.
It’s wonderland
[Instrumental]
I want to change the world
Piercing through the gales, unafraid of anything,
Now I hold my courage and pieces of my smile
Change my mind
If we reach out to the soaring future
without losing our passion, we’ll be able to shine.
It’s wonderland
“KAPAN SEKOLAH KAMI LEBIH BAIK DARI KANDANG AYAM”
oleh Prof. Winarno Surahman
“Tanpa sebuah kepalsuan,
guru artinya ibadah.
Tanpa sebuah kemunafikan,
Semua guru berikrar mengabdi kemanusiaan.
Tetapi dunianya ternyata tuli. Setuli batu.
Tidak berhati.
Otonominya, kompetensinya, profesinya
hanya sepuhan pembungkus rasa getir,”
“Bolehkan kami bertanya,
apakah artinya bertugas mulia
ketika kami hanya terpinggirkan
tanpa ditanya, tanpa disapa?
Kapan sekolah kami lebih baik dari kandang ayam?
Kapan pengetahuan kami bukan ilmu kadaluarsa?
Mungkinkah berharap yang terbaik dalam kondisi yang terburuk?”
“Ketika semua orang menangis,
kenapa kami harus tetap tertawa?
Kenapa ketika orang kekenyangan,
kami harus tetap kelaparan?
Bolehkah kami bermimpi di dengar
ketika berbicara?
Dihargai layaknya manusia?
Tidak dihalau ketika bertanya?
Tidak mungkin berharap
dalam kondisi terburuk,”
“Sejuta batu nisan guru tua yang terlupakan oleh sejarah.
Terbaca torehan darah kering:Di sini berbaring seorang guru
semampu membaca buku usang sambil belajar menahan lapar.
Hidup sebulan dengan gaji sehari.
Itulah nisan tua sejuta guru tua yang terlupakan oleh sejarah,”
BRAIN DAMAGING HABITS
1. No Breakfast
People who do not take breakfast are going to have a lower blood sugar level. This leads to an insufficient supply of nutrients to the brain causing brain degeneration.
2. Overeating
It causes hardening of the brain arteries, leading to a decrease in mental power.
3. Smoking
It causes multiple brain shrinkage and may lead to Alzheimer disease.
4. High Sugar consumption
Too much sugar will interrupt the absorption of proteins and nutrients causing malnutrition and may interfere with brain development.
5. Air Pollution
The brain is the largest oxygen consumer in our body. Inhaling polluted air decreases the supply of oxygen to the brain, bringing about a decrease in brain efficiency.
6. Sleep Deprivation
Sleep allows our brain to rest. Long term deprivation from sleep will accelerate the death of brain cells.
7. Head covered while sleeping
Sleeping with the head covered, increases the concentration of carbon dioxide and decrease concentration of oxygen that may lead to brain damaging effects.
8. Working your brain during illness
Working hard or studying with sickness may lead to a decrease in effectiveness of the brain as well as damage the brain.
9. Lacking in stimulating thoughts
Thinking is the best way to train our brain, lacking in brain stimulation thoughts may cause brain shrinkage.
10. Talking Rarely
Intellectual conversations will promote the efficiency of the brain.



