Create a new code cell. Consider the function f$($x$)=$ e$2.($a$)$ Write a python function that can output the nth term of aMacLaurin series with input n and h$.($b$)$Write code that estimates e with minimum $6$ decimal points of accuracy by using the approximate relative error calcuation. $($c$)$Output your estimate, the true value $($using pythons built in exponential function$),$ and the true error. Does your calculation have at least $6$ decimal points of accuracy?