Teacher Quotes (26)
A good teacher is a master of simplification and an enemy of simplism.
Erin Gruwell and Frank McCourt, The Gigantic Book of Teachers' Wisdom (2007), 73.Erin Gruwell, Frank McCourt
See also: | Simplification (3)
A teacher effects eternity; [s]he can never tell where [her] his influence stops.
The Education of Henry Adams: An Autobiography? (1918), 300.
See also: | Influence (9)
All the modern higher mathematics is based on a calculus of operations, on laws of thought. All mathematics, from the first, was so in reality; but the evolvers of the modern higher calculus have known that it is so. Therefore elementary teachers who, at the present day, persist in thinking about algebra and arithmetic as dealing with laws of number, and about geometry as dealing with laws of surface and solid content, are doing the best that in them lies to put their pupils on the wrong track for reaching in the future any true understanding of the higher algebras. Algebras deal not with laws of number, but with such laws of the human thinking machinery as have been discovered in the course of investigations on numbers. Plane geometry deals with such laws of thought as were discovered by men intent on finding out how to measure surface; and solid geometry with such additional laws of thought as were discovered when men began to extend geometry into three dimensions.
Lectures on the Logic of Arithmetic (1903), Preface, 18-19.
See also: | Algebra (10) | Arithmetic (18) | Calculus (11) | Dimension (6) | Discovery (159) | Geometry (38) | Investigation (21) | Measurement (59) | Number (44) | Number (44) | Operation (10) | Solid (3) | Surface (6) | Thinking (49) | Understanding (94) | Wrong (9)
Each generation has its few great mathematicians, and mathematics would not even notice the absence of the others. They are useful as teachers, and their research harms no one, but it is of no importance at all. A mathematician is great or he is nothing.
Reflections: Mathematics and Creativity', New Yorker (1972), 47, No. 53, 39-45. In Douglas M. Campbell, John C. Higgins (eds.), Mathematics: People, Problems, Results (1984), Vol. 2, 3.
See also: | Generation (6) | Great (3) | Harm (4) | Importance (10) | Matematician (3) | Research (204)
Early in my school career, I turned out to be an incorrigible disciplinary problem. I could understand what the teacher was saying as fast as she could say it, I found time hanging heavy, so I would occasionally talk to my neighbor. That was my great crime, I talked in school.
In In Memory Yet Green: the Autobiography of Isaac Asimov, 1920-1954 (1979), 73.
Every fool believes what his teachers tell him, and calls his credulity science or morality as confidently as his father called it divine revelation.
'Maxims for Revolutionists', in Man and Superman (1905), 230.
See also: | Education (118)
Good teachers deserve apples; great teachers deserve chocolate.
A favorite quotation, written in calligraphy on his office door.
A favorite quotation, written in calligraphy on his office door.
Quoted in National Academy of Engineering, Memorial Tributes (1979), 123.
He who can, does. He who cannot, teaches.
'Maxims for Revolutionists', in Man and Superman (1905), 230.
I can but think that the world would be better and brighter if our teachers would dwell on the duty of happiness as well as the happiness of duty; for we ought to be as bright and genial as we can, if only because to be cheerful ourselves is a most effectual contribution to the happiness of others.
See also: | Happiness (24)
I once knew an otherwise excellent teacher who compelled his students to perform all their demonstrations with incorrect figures, on the theory that it was the logical connection of the concepts, not the figure, that was essential.
In Ernst Mach and Thomas Joseph McCormack, Space and Geometry (1906), 93.
See also: | Compel (2) | Concept (14) | Connection (5) | Demonstration (8) | Essential (5) | Excellent (2) | Logic (64) | Perform (2) | Student (16) | Theory (170)
I really see no harm which can come of giving our children a little knowledge of physiology. ... The instruction must be real, based upon observation, eked out by good explanatory diagrams and models, and conveyed by a teacher whose own knowledge has been acquired by a study of the facts; and not the mere catechismal parrot-work which too often usurps the place of elementary teaching.
Science and Culture (1882), 92.
See also: | Catechism (2) | Child (38) | Education (118) | Instruction (7) | Knowledge (318) | Model (13) | Observation (137) | Physiology (23)
If I were summing up the qualities of a good teacher of medicine, I would enumerate human sympathy, moral and intellectual integrity, enthusiasm, and ability to talk, in addition, of course, to knowledge of his subject.
If I would be a young man again and had to decide how to make my living, I would not try to become a scientist or scholar or teacher. I would rather choose to be a plumber or a peddler in the hope to find that modest degree of independence still available under present circumstances.
According to Ralph Keyes, The Quote Verifier: Who Said What, Where, and When (2006), 53, on other occasions Einstein said 'he might rather have been a musician, or light-house keeper'; however it is a 'popular misquotation' that refers to being a watchmaker.
See also: | Biography (148) | Career (12) | Independence (4) | Plumber (3) | Scholar (7) | Scientist (65) | Youth (13)
It may sound like a lot of work to keep up with organic chemistry, and it is; however, those who haven't the time to do it become subject to decay in the ability to teach and to contribute to the Science—a sort of first-order process the half-life of which can't be much more than a year or two.
Highlights of Organic Chemistry: An Advanced Textbook (1974), 112.
Liebig was not a teacher in the ordinary sense of the word. Scientifically productive himself in an unusual degree, and rich in chemical ideas, he imparted the latter to his advanced pupils, to be put by them to experimental proof; he thus brought his pupils gradually to think for themselves, besides showing and explaining to them the methods by which chemical problems might be solved experimentally.
As quoted in G. H. Getman, The Life of Ira Remsen (1980), 18-19.
See also: | Experiment (183) | Justus von Liebig (33) | Problem (59) | Proof (58) | Student (16) | Thinking (49)
Poor is the pupil who does not surpass his master.
'Aphorisms', in The Notebooks of Leonardo da Vinci, trans. E. MacCurdy (1938 ), Vol. 1, 98.
Scientific observation has established that education is not what the teacher gives; education is a natural process spontaneously carried out by the human individual, and is acquired not by listening to words but by experiences upon the environment. The task of the teacher becomes that of preparing a series of motives of cultural activity, spread over a specially prepared environment, and then refraining from obtrusive interference. Human teachers can only help the great work that is being done, as servants help the master. Doing so, they will be witnesses to the unfolding of the human soul and to the rising of a New Man who will not be a victim of events, but will have the clarity of vision to direct and shape the future of human society.
Education For a New World. Cited in Michael Olaf, Essential Montessori (1994), 112. In Millennial Child: Transforming Education in the Twenty-First Century (1999), 205.
Teachers should be able to teach subjects, not manuals merely.
Annual Reports of the Secretary of the Board of Education of Massachusetts for the years 1839-1844, Life and Works of Horace Mann (1891), Vol. 3, 58.
See also: | Subject (9)
The role of the teacher is to create the conditions for invention rather than provide ready-made knowledge.
Quoted in Richard Saul Wurman, Information Anxiety 2 (2001), 240.
The teacher manages to get along still with the cumbersome algebraic analysis, in spite of its difficulties and imperfections, and avoids the smooth infinitesimal calculus, although the eighteenth century shyness toward it had long lost all point.
Elementary Mathematics From an Advanced Standpoint (1908). 3rd edition (1924), trans. E. R. Hedrick and C. A. Noble (1932), Vol. 1, 155.
See also: | Algebra (10) | Analysis (36) | Calculus (11) | Difficulty (16) | Imperfection (3) | Infinitesimal (2)
The teacher who is attempting to teach without inspiring the pupil to learn is hammering on cold iron.
Thoughts Selected from the Writings of Horace Mann (1872), 225.
The truth is, when all is said and done, one does not teach a subject, one teaches a student how to learn it.
Begin Here: The Forgotten Conditions of Teaching and Learning (1991), 35. In Richard J. Cox, Managing Records as Evidence and Information (2001), 217.
There is no thing as a man who does not create mathematics and yet is a fine mathematics teacher. Textbooks, course material—these do not approach in importance the communication of what mathematics is really about, of where it is going, and of where it currently stands with respect to the specific branch of it being taught. What really matters is the communication of the spirit of mathematics. It is a spirit that is active rather than contemplative—a spirit of disciplined search for adventures of the intellect. Only as adventurer can really tell of adventures.
Reflections: Mathematics and Creativity', New Yorker (1972), 47, No. 53, 39-45. In Douglas M. Campbell, John C. Higgins (eds.), Mathematics: People, Problems, Results (1984), Vol. 2, 7.
See also: | Adventure (7) | Adventure (7) | Communication (14) | Intellect (47) | Mathematician (65) | Spirit (7) | Textbook (4)
Trees and fields tell me nothing: men are my teachers.
— Plato
Phædrus. In Clifton Wilbraham Collins, William Lucas Collins, Plato (1879), Vol. 4, 62.
What, then, is it in particular that can be learned from teachers of special distinction? Above all, what they teach is high standards. We measure everything, including ourselves, by comparisons; and in the absence of someone with outstanding ability there is a risk that we easily come to believe that we are excellent and much better than the next man. Mediocre people may appear big to themselves (and to others) if they are surrounded by small circumstances. By the same token, big people feel dwarfed in the company of giants, and this is a most useful feeling. So what the giants of science teach us is to see ourselves modestly and not to overrate ourselves.
Reminiscences and Reflections (1981), 175.
See also: | Modesty (2)
[The error in the teaching of mathematics is that] mathematics is expected either to be immediately attractive to students on its own merits or to be accepted by students solely on the basis of the teacher's assurance that it will be helpful in later life. [And yet,] mathematlcs is the key to understanding and mastering our physical, social and biological worlds.
In editorial in Focus, a Journal of the Mathematical Association of America (1986), quoted in obituary by Eric Pace, New York Times (11 Jun 1992).
See also: | Helpful (2) | Life (146) | Mathematics (217) | Merit (4) | Relevance (2) | Understanding (94)