The mechanical power $P,$ in Watts $($W$),$ developed by a motor is described by the equations shown below $($note that the mechanical power $P$ depends on the rotational speed of its shaft $,$ given in $ra\frac{d}{s}).$ Write a pseudocode that prints the mechanical power $P$ for all values of rotational speed $$ between $1ra\frac{d}{s}$ and $100ra\frac{d}{s},$ in steps of $1ra\frac{d}{s}.$ Do not use a programming languaje $($e$.$g$.,$ MATLAB or Python$)$ to write the pseudocode.

$P()=0$

$P()=2{}^3-1\mathrm{.}1{}^2$

$P()=(+10{)}^4$

$P()=6\mathrm{.}1((-100)+{}^3)-4100$

$P()=8{10}^{5\mathrm{.}5}$

for $25$

for

for

for

for $85>$