Show me the steps to solve Calculate and plot the road load requirements of a $2023$ Ford Escape over the NYCC cycle, considering

aerodynamic, rolling resistance and inertia forces. Assume there is no incline $($zero road grade$).$ The NYCC

velocity profile is provided in the accompanying file. A spreadsheet is also provided as the starting point if you want to use it$.$

$1)$ Plot the following on separate pages against time $($letter$,$ landscape, $1$ inch margin$)$:

a$.$ acceleration over the complete cycle $($x$-$axis: Cycle Time$[$s$],$ y$-$axis: acceleration $[$m$/$s$2$

$])$

b$.$ coefficient of rolling resistance over the complete cycle $($x$-$axis: Cycle Time$[$s$],$ y$-$axis: fr$).$

c$.$ the gross and net power consumed by each load component $($Pr$,$ Pw$)(2$ separate plots$)$ over

$40-250$ secs $($x$-$axis: Cycle Time$[$s$],$ y$-$axis: Power Components $$ Gross & Net $[$kW$])$

d$.$ the braking power over $40-250$ sec $($x$-$axis: Cycle Time$[$s$],$ y$-$axis: Braking Power $[$kW$])$

e$.$ total tractive effort $($power$)$ over the complete cycle $($x$-$axis: Cycle Time$[$s$],$ y$-$axis: Total Tractive

Effort $[$kW$])$

f$.$ All plots should have proper axes names and units