Question 3 • Algebra 2 with Probability
An odd monomial has the form f(x) = a xⁿ, where n is an odd positive integer. Its graph passes through the origin and has symmetry about the origin. Choice C passes through (0, 0), and its points (−1, 2) and (1, −2) show that it is the line f(x) = −2x, an odd monomial. The other graphs either do not pass through the origin or are symmetric about the y-axis.
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