$[$write code$]$ Provide a short code that solves the below requirements.

$($a$)(15$ points$)[$math expressions, series$]$ Using the following formulas, calculate $z$ and $y$ values in terms of $x$ values from $x=15$ to$855$ with an increment of $5$ in degrees.

$z=\frac{[5e-tan(x){]}^2}{1-sin2x}$

$y=z-cos(10x)$

where e is the base of the natural logarithm. Print $x,z$ and $y$ values in columns using the floating point format and two digits after the decimal. $($Use $2$ digits after the dot and a total of three digits.$)$

$($b$)(10$ points$)[$line formatting$]$ Change the formatting of the output to print the $x$ and $y$ values in the form shown below: