A Quote by Plato

Experience proves that anyone who has studied geometry is infinitely quicker to grasp difficult subjects than one who has not. — © Plato
Experience proves that anyone who has studied geometry is infinitely quicker to grasp difficult subjects than one who has not.
I'm just like anyone else. I have ideals that I grasp onto but I try not to grasp on too tightly and to be open to other people's thoughts and opinions even if they're completely different than mine.
Very often we developed a better grasp of the subjects than the over worked teachers.
I studied psychology, history, and religion. I was a heady girl, but frankly, I'm glad I studied those subjects because a lot of that has really helped me as an actress.
I was on the wrong side of colonization. My ancestry is mostly mired in having the colonial experience as colonized subjects, first as slaves and then as independent subjects with a post-colonial experience.
It's easier to crush a dream than realize one, forming a bond is infinitely more difficult than breaking one
I don't think that there is anyone quicker than me in the Premier League.
The hand can be quicker than the eye, and the mouth can be quicker than the brain.
Leibniz is at the disadvantage of not having seen it. Or perhaps we should count this as an advantage, for anyone who sees it is dumbfounded by the brilliance of the geometry, and it is difficult to criticize a man’s work when you are down on your knees shielding your eyes.
The concept of congruence in Euclidean geometry is not exactly the same as that in non-Euclidean geometry. ..."Congruent" means in Euclidean geometry the same as "determining parallelism," a meaning which it does not have in non-Euclidean geometry.
Just as the sun is infinitely brighter than a candle flame, there is infinitely more intelligence in Being than in your mind
It is hard to convince a high-school student that he will encounter a lot of problems more difficult than those of algebra and geometry.
Analytical geometry has never existed. There are only people who do linear geometry badly, by taking coordinates, and they call this analytical geometry. Out with them!
We admit, in geometry, not only infinite magnitudes, that is to say, magnitudes greater than any assignable magnitude, but infinite magnitudes infinitely greater, the one than the other. This astonishes our dimension of brains, which is only about six inches long, five broad, and six in depth, in the largest heads.
Metrical geometry is thus a part of descriptive geometry, and descriptive geometry is all geometry.
I have an infamously low capacity for visualizing relationships, which made the study of geometry and all subjects derived from it impossible for me.
Americans are just about the worst at dealing with long-term problems, down there with Uzbekistan, but they respond to a market signal better than almost anyone. They roll the dice bigger and quicker than most.
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