Write a Fortran program $($named program$1)$ that reads a real number $z$ from the use

entry and evaluates $g$;

$g=\frac{(z^2-1{)}^{4sin(z)}}{ln|z-1|-a}$

Where In refers to the natural logarithm and $a$ is :

$a=\frac{1}{1+15z^3}$

Note: Develop your program following the sample result below $($the green text is keyboard entry, ar

is program output$).$ Extra spaces in your output are fine.

Enter z below.

$15\mathrm{.}3$

for $z=15\mathrm{.}3000002,g=,2149\mathrm{.}05835$

Copy & paste your program into the answer box below.

For an online FORTRAN compiler click here. A list of Fortran$90$ intrinsic functions can be founc