Question: 8. Suppose -10 - 5x + 2 are the first three nonzero terms of a Maclaurin series for a function f(x). What does this mean?

8. Suppose -10 - 5x + 2 are the first three

8. Suppose -10 - 5x + 2 are the first three nonzero terms of a Maclaurin series for a function f(x). What does this mean? A. f(r) and this polynomial are a perfect match for r = 0 and close for values of a near 0. B. f(x) and this polynomial are a perfect match for r = -10 and close for values of a near -10. C. f(x) and this polynomial are a close match for x = 0 and perfect matches for values of a near 0. D. f(x) and this polynomial are a close match for a = -10 and perfect matches for values of a near -10. E. Need more information

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