Problem 6E

Sketch a graph of y = x 1/5

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Solution 6E An odd function must meet that f(x) = f(x), let´s prove it with the given function: 1/5 1/5 f(x) = (x) = x 1/5 f(x) = x so f(x) = f(x) So in here we can conclude that a function is symmetric about origin if it is an odd function.

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###### Chapter 1.2, Problem 6E is Solved

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