PLEASE SHOW STEPS AND CALCULATIONSAt a specific instant, a car is travelling on a paved surface at $75m\frac{i}{h}$ with $C_D=0\mathrm{.}35,A_f=21$

$f{t}^2,W=3000lb,$ and $=0\mathrm{.}002378$slug$\frac{s}{f}{t}^3.$ Its engine is producing $140hp$ of power and the

coefficient of losses between the motor and wheels is $90\%.$ What will the car's maximum

acceleration rate be under these conditions on a level road? $($use the relationship

$F_c=550**(\frac{P**}{V}),$ where $F_e$ is the force generated by the engine in $lb,P$ is the power in

$hp,V$ is vehicle speed in $f\frac{t}{s}$ and $$ is the coefficient of losses between motor and wheels$).$