Problem 1.2: The Maclaurin series expansion for arctangent of x is defined for 1 as arctan(x)= Σ(2-1) (-1)n ,2n+1 n-0 (2n+1 Create a MATLAB program that can perform this estimate. Starting with the simplest zero-order version, arctan(x) = x add terms one at a time to estimate, arctan ). After each new term is added, compute the true and approximate relative errors in percent. Add terms until the absolute relative approximatee error falls below an error criterion conforming to two significant figures.

Can someone write this in code. From the application calledMatLab.

Problem 1.2: The Maclaurin series expansion for arctangent of x is defined for 1 as arctan(x)= Σ(2-1) (-1)n ,2n+1 n-0 (2n+1 Create a MATLAB program that can perform this estimate. Starting with the simplest zero-order version, arctan(x) = x add terms one at a time to estimate, arctan ). After each new term is added, compute the true and approximate relative errors in percent. Add terms until the absolute relative approximatee error falls below an error criterion conforming to two significant figures. Show transcribed image text