TASK$-6($Projectile motion: linear versus non$-$linear model, coordinate systems, ode$45,$ MATLAB, interp$1)$

During the experiment, mass $m=5kg$ was released at point $\text{'}A\text{'}$ and travelled distance $AB=Z$ before it hit the inclined flat surface, as shown in Figure. After the perfect impact $($with no energy loss$)$ with the incline at point $\text{'}B\text{'},$ mass $\text{'}m\text{'}$ bounced and continued its flight until it hit the incline again at point $\text{'}C\text{'}.$

Assume AIR RESISTANCE with air resistance force is proportional to the product of the squared velocity of the mass and coefficient $Cd=0\mathrm{.}22($i$.$e$.F=C{d}^{***}{v}^2)$ and the following parameters of the experiment: inclination angle alpha $=30$degZ$=4m.$

DETERMINE: the distance $\text{'}$BC$\text{'}($in m$),$ formulating and solving numerically the associated differential equations of motion for the mass $\text{'}m\text{'}.$

Figure$-6$: Mass $"m",$ bouncing from the inclined surface.

PLEASE, READ ADDITIONAL RECOMMENDATIONS AND ENTER YOUR

${?}^{***}4$ points

ANSWER for TASK$-6$ BELOW:

Scanne

PLEASE, READ ADDITIONAL RECOMMENDATIONS AND ENTER YOUR

${?}^{**}4$ points

ANSWER for TASK$-6$ BELOW:

Round your result up to the integer and select one of the most closely matching $($within plus$/$minus $1)$ numerical answer.

Note: Your correct answer may be discounted if you do not submit a properly working MATLAB script, producing correct answer.

$4m$

$6m$

$8m$

$10m$

$12m$

I DO NOT KNOW how to solve this task

SUBMIT YOUR MATLAB SCRIPT FOR Task$-6$ AS ONE $($SINGLE$)$ FILE INTO THE WINDOW BELOW, using 'cut$-$and$-$paste' method, cutting the script from your $*.$M file. The first line should have: double percentage, space, and your student number with $\text{'}$s$\text{'},$ similar to the pattern $\text{'}\%$ s$3456789\text{'}$