$(35$ points$)$ Economic formulas are available to compute annual payments for loans. Suppose

that you barrow to compute an amount of money $P$ and agree to repay it in $n$ annual

payments at an interest rate of $i.$ The formula to compute the annual payment $A$ is

$A=P\frac{i(i+1{)}^n}{(i+1{)}^n-1}$

Write a function $M-$file that accepts $2$ input arguments $(P$ and $i)$ to compute $A.$ Compute the

results for $n=1,2,$dots,$12,$ and display the results as a table with headings and columns for $n$ and $A.$

You must use fprintf in your program to display the table values with $2$ decimal digits. Test your

program with $P=45,000TL$ and an interest rate of $34\%.$