Evaluate 5 using two approaches (Shown in Attachment) and compare with the true value of 6 737947 x 10 3 Use 20 terms to evaluate each series and compute relative true error (in ) and relative approximate error (in ) as terms are added Write a code in Matlab to evaluate the series The code should allow an infinite number of terms, but should be used to evaluate the series using 20 terms Output a table that shows the iteration number, calculated value for approach 1, calculated value for approach 2, relative true error and relative approximate error 1 1 x 2 and 3 1 e 1 x 2 3

Question: Evaluate 5 using two approaches (Shown in Attachment) and compare with the true value of 6.737947 x 10 -3 . Use 20 terms to evaluate

Evaluate ⁵ using two approaches (Shown in Attachment)

Evaluate 5 using two approaches (Shown in Attachment) and compare with

and compare with the true value of 6.737947 x 10^-3. Use 20 terms to evaluate each series and compute relative true error (in %) and relative approximate error (in %) as terms are added.
Write a code in Matlab to evaluate the series. The code should allow an infinite number of terms, but should be used to evaluate the series using 20 terms. Output a table that shows the iteration number, calculated value for approach 1, calculated value for approach 2, relative true error and relative approximate error.

+ ... * 1 - * = 1 - x + 2 and 3! 1 e + + 1 + x + 2 3

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