The fifth Maclaurin polynomial for e2x and e-2x 4 4 P(x) = ((((x+3)x+3)x+2)x+2)x+1 5 and 15...

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The fifth Maclaurin polynomial for e2x and e-2x 4 4 P₂(x) = ((((x+3)x+3)x+2)x+2)x+1 5 and 15 4 P(x) = ((((-x+3)x-)x+2)x=2)x+1 15 are a. Approximate e-0.98 using P (0.49) and four-digit rounding arithmetic b. Compute the absolute and relative error for the approximate in (a) c. Approximate e-0.98 using d. Compute the absolute and relative error for the approximate in (c) 1 P_(0.49) The fifth Maclaurin polynomial for e2x and e-2x 4 4 P₂(x) = ((((x+3)x+3)x+2)x+2)x+1 5 and 15 4 P(x) = ((((-x+3)x-)x+2)x=2)x+1 15 are a. Approximate e-0.98 using P (0.49) and four-digit rounding arithmetic b. Compute the absolute and relative error for the approximate in (a) c. Approximate e-0.98 using d. Compute the absolute and relative error for the approximate in (c) 1 P_(0.49)

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Lets address each of the parts of the question step by step a Approximate e098 using hatP5049 and fourdigit rounding arithmetic The Maclaurin polynomi... View the full answer