Find the Maclaurin polynomial of order n (n odd) for sin x. Then use it with n
Question:
Find the Maclaurin polynomial of order n (n odd) for sin x. Then use it with n = 5 to approximate each of the following. (This example should convince you that the Maclaurin approximation can be exceedingly poor if x is far from zero.) Compare your answers with those given by your calculator. What conclusion do you draw? (a) Sin(0.1) (b) Sin(0.5) (c) Sin(1) (d) Sin(10)
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