Discuss the below:
Q: Develop a function M-file named fun_xb that evaluates the following series:
f(x)= x - x2/2+x3/3-...+(-1)n+1( xn/n)
where values of x and n are passed to the function through arguments. The foregoing series is a truncated Mclaurin expansion. (Taylor series expansion about the point x=0) of log(1+x) and converges for -1