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The Rudolf Steiner Archive

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Search results 5511 through 5520 of 6065

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295. Discussions with Teachers: Discussion Five 26 Aug 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
It is a common weakness in speech that people just glide over the sounds, whereas speech is there to be understood. It would even be better to first bring an element of caricature into your speech by emphasizing syllables that should not be emphasized at all.
295. Discussions with Teachers: Discussion Six 27 Aug 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
A teacher with insight will not work this way, but will feel that hearing a bit of prose or poetry should produce a sense of contentment in the soul—a satisfaction should arise from hearing a passage of prose or poetry read. The children will then fully understand every shade of meaning. Within their feelings, in any case, they will instinctively understand what the poem contains. It is unnecessary to go into subtleties or to make learned comments about a poem or prose passage, but through your teaching the children should rise to a complete understanding of it through feelings. Hence you should always try to leave the actual reading of a piece until last, first dealing with everything you can give the children to help them understand it.
The preparation must come first so that they understand what is read. Another time you can say to the children, “My dear children! You have often gone for a walk; you have certainly gone for a walk in a meadow, in the fields, also in woods, and sometimes on the edge of the woods where the trees and meadow meet.
295. Discussions with Teachers: Discussion Seven 28 Aug 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
In history the important thing is the ability to form a judgment of the underlying forces and powers at work. But you must realize that the judgment of one is more mature, that of another less so, and the latter should not pass any judgment at all because nothing has been understood about the underlying forces.
They said among themselves, “Let us exalt Jerusalem so that it may become the center of Christianity, so that Rome no longer holds that position.” This, the underlying motive of the first Crusaders, can be conveyed to the children tactfully, and it is important to do so.
Then you can also tell how the pilgrims really came to understand industries found in the East at the time, and still unknown in Europe. The West was in many ways more backward than the East.
Discussions with Teachers: Discussion Eight 29 Aug 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
If you repeat a cure of this kind several times over the year, you will see that the powers of a fairly young child undergo a change. This applies to the first years of school life. I ask you to consider this very seriously.
Then there is also another way of possibly helping children to grasp forms: have them understand from inside what they cannot grasp from outside. Let’s suppose, for example, that a child cannot understand a parallelepiped from outside.
In that case you can help the child to understand merely by letting the imagination see that a small thing is very large indeed. Have the child repeatedly try to picture some little yellow crystal as a gigantic crystallized form.
295. Discussions with Teachers: Discussion Nine 30 Aug 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
Then too you must not forget to give the children the kind of image of the plant’s actual form that they can understand. Comment: The germinating process should be demonstrated to the children—for example, in the bean.
Children cannot have a direct perception of a metamorphosis theory, but they can understand the relationship between water and root, air and leaves, warmth and blossoms. It is not good to speak about the plants’ fertilization process too soon—at any rate, not at the age when you begin to teach botany—because children do not yet have a real understanding of the fertilization process.
Later, when the children are grown, they will much more easily understand how senseless it is to believe that human existence, as far as the soul is concerned, ceases every evening and begins again each morning.
295. Discussions with Teachers: Discussion Ten 01 Sep 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
In the latter case the children can tackle the study of scientific botanical systems with a truly human understanding. The plant realm is the soul world of the Earth made visible. The carnation is a flirt.
They unfold right under the Earth’s surface; they are there within the Earth and develop the Earth’s soul life. This was known to the people of ancient times, and that was why they placed Christmas—the time when we look for soul life—not in the summer, but during winter.
In this way you gradually form a view of life lived under the Earth during winter. That is the truth. And it is good to tell the children these things. This is something that even materialists could not argue with or consider an extravagant flight of fancy.
295. Discussions with Teachers: Discussion Eleven 02 Sep 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
You can then say, “You have plants here in which the green sepals and the colored petals are indistinguishable, in which the little leaves under the blossom cannot be distinguished from those above. This is you! This is what you are like now.
In this way you show the child the difference between what lives under the Earth’s surface on the one hand (as mushrooms and roots do, which need the watery element, soil, and shade), and on the other hand, what needs air and light (as blossoms and leaves do).
There is no need to call attention to the process of fertilization, but you should speak of the process of growth, because that agrees with reality. The children would not understand the process of fertilization, but they would understand the process of growth, because it can be compared with the process of growth in the mind and soul.
295. Discussions with Teachers: Discussion Twelve 03 Sep 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
Ideas about metamorphosis and germination cannot really be understood by children under the age of fourteen, and certainly not by children of nine to eleven. Related to this is something else of great importance that needs to be said.
Those who think seriously about their great responsibility as teachers in the school soon realize the extraordinary difficulty of such an undertaking. I doubt if any of you would really welcome the job of providing sex education to young teenagers between twelve and fourteen.
295. Discussions with Teachers: Discussion Thirteen 04 Sep 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
Interest = Principal × Rate × Time $$I = \frac{PRT}{100}$$ To arrive at this formula, begin with ordinary numbers, and children understand principal, rate percent, time, and so on, relatively easily. So you will try to make this process clear and assure yourself that most of the children have understood it; from there you should move on to the formula, and always make sure that you work according to rule.
You can simply say, “We have learned that a sum of \(25\) was equal to \(8\), then \(7\) and \(5\), and another \(5\): that is, \(25 = 8 + 7 + 5 + 5\).” The children will already have understood. Now after you have explained this, you can say, “Here, instead of 25 you could have a different number, and, instead of \(8\), \(7\), \(5\), \(5\) you could have other numbers; in fact, you could tell them that any number could be there.
Gauss thought about the problem and concluded it would be a simpler and easier to get a quick answer by taking the same numbers twice, arranging them in the first row in the usual order from left to right—1, 2, 3, 4, 5... up to 100, and beneath that a second row in the reverse order—100, 99, 98, 97, 96 ... and so on to 1; thus 100 was under the 1, 99 under the 2, 98 under the 3, and so on. Then each of these 2 numbers would in every case add up to the whole.
295. Discussions with Teachers: Discussion Fourteen 05 Sep 1919, Stuttgart
Translated by Helen Fox, Catherine E. Creeger

Rudolf Steiner
In this way multiplication can easily be developed and understood from addition, and you thus make the transition from actual numbers to algebraic quantities: \(a × a = a2\), \(a × a × a = a3\).
If you can succeed, tactfully, in making the formula fully understood, then it can be very useful to use it as a speech exercise—to a certain extent. But from a certain age on, it is also good to make the formula into something felt by the children, make it into something that has inner life, so that, for example, when the \(T\) increases in the formula \(I = PRT/100\), it gives the children a feeling of the whole thing growing.
It is very important to teach these things, but if you include too much you will reach the point where the children can no longer understand what you are saying. You can relate it also to geography and geometry. When you have developed the idea of the ecliptic and of the coordinates, that is about as far as you should go.

Results 5511 through 5520 of 6065

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