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(a) Bound the error in the approximation sin(x) ≐x |x| ≤δ(b) For small values of δ, measure the relative error in sin(x) ≐x by using (sin(x)-x)/(sin(x)) ≐(sin(x)-x)/(x) x ≠0 Bound this modified relative error for |x| ≤δ. Choose δto make this error less than .01, corresponding to a 1 percent error. | Numerade
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SOLVED: point)Use the linear approximation to estimate(-2.98)2(3.02)2Compare with the value given by a calculator and compute the percentage error: Error
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