Let a. Find limx0 f (x). b. Use four-digit rounding arithmetic to evaluate f (0.1). c. Replace
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a. Find limx†’0 f (x).
b. Use four-digit rounding arithmetic to evaluate f (0.1).
c. Replace each trigonometric function with its third Maclaurin polynomial, and repeat part (b).
d. The actual value is f (0.1) = ˆ’1.99899998. Find the relative error for the values obtained in parts (b) and (c).
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cosSInx (x)os-sin. f(x) = xsin x
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a We have b f 0 1 1 941 c d The relative erro...View the full answer
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