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“The obvious cure for the tragic shortcomings of human intuition in a high-tech world is education. And this offers priorities for educational policy: to provide students with the cognitive tools that are most important for grasping the modern world and that are most unlike the cognitive tools they are born with. The perilous fallacies we have seen in this chapter, for example, would give high priority to economics, evolutionary biology, and probability and statistics in any high school or college curriculum. Unfortunately, most curricula have barely changed since medieval times, and are barely changeable because no one wants to be the philistine who seems to be saying that it is unimportant to learn a foreign language, or English literature, or trigonometry, or the classics. But no matter how valuable a subject may be, there are only twenty-four hours in a day, and a decision to teach one subject is also a decision not to teach another one. The question is not whether trigonometry is important, but whether it is more important than statistics; not whether an educated person should know the classics, but whether it is more important for an educated person to know the classics than to know elementary economics. In a world whose complexities are constantly challenging our intuitions, these trade-offs cannot responsibly be avoided.”
Steven Pinker“I love reading poetry, and yet, at this point, the thought of writing a poem, to me, is tantamount to figuring out a trigonometry question.”
Jhumpa Lahiri“I was trying to unravel the complicated trigonometry of the radical thought that silence could make up the greatest lie ever told.”
Pat Conroy, South of Broad“Carpe Infans! Beware BabiesThere is no other human so seductive that an otherwise rational human will feed, clothe, sit up nights, work trigonometry with, bake cookies for, and generally tolerate for such long extents of time for such paltry returns of goods and services. They are a trap for the unwary ... all of us.”
W. Clark Boutwell, Outland Exile“You were contemplating the mountain, Mr. Conway?" Came the inquiry."Yes, it's a fine sight. It has a name, I suppose?""It is called Karakal""I don't think I've ever heard of it. Is is very high?""Over twenty-eight thousand feet.""Indeed? I didn't realize there would be anything on that scale outside the Himalayas. Has it been properly surveyed? Whose are the measurements?""Whose would you expect, my dear sir? Is there anything incompatible between monasticism and trigonometry?”
James Hilton, Lost Horizon“Though blessed with the enviable properties of a mink coat—graceful, unreasonable, and impractical no matter what she was draped over—she was nevertheless one of those people whose personality proved to be the bane of modern mathematicians. She was neither a flat nor solid shape. She showed no symmetry at all. Trigonometry, Calculus and Statistics all proved useless. Her Pie Chart was a muddle of arbitrary wedges, her Line Graph, the silhouette of the Alps. And just when one listed her under Chaos Theory—Butterfly Effects, Weather Predictions, Fractals, Bifurcation diagrams and whatnot—she showed up as an equilateral triangle, sometimes even a square.”
Marisha Pessl“They turned their desks into a trigonometric war room, poring over equations scrawling ideas on blackboards, evaluating their work, erasing it, starting over.”
Margot Lee Shetterly, Hidden Figures: The American Dream and the Untold Story of the Black Women Mathematicians Who Helped Win the Space Race