Q$3)$ MATLAB, MAKE CODE COPYABLE

Ellipsoid Tank

The volume $V$ of a liquid in a partially filled ellipsoid shaped tank is given by:

$V(h)=\frac{}{3}(3a-h)\frac{b^2{h}^2}{a^2}$

Where $h$ is the depth of the fluid measured from the ground. The figure below shows a cross

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Develop a single function to create a properly labeled plot of the volume of the liquid versus the depth and$/$or calculate the total volume of the tank. Use the nargin command to verify the proper number of input arguments and assign units $=\text{'}m\text{'}$ if no units are provided. Use the nargout command to determine whether to calculate and return the total tank volume. The funrtinn has hoon ctarted in tho HW $1$ tomnlate

a$)$ Test #$1$: Test your function $($by calling it from within your script$)$ with the commands: plot$\_$title $=$ 'Volume versus depth for an ellipsoid tank'; ellipsoid$\_$volume$(5,4,$plot$\_$title,'inch'$)$

b$)$ Test #$2$: Test your function $($by calling it from within your main program$)$ with the command:

$V=$ ellipsoid$\_$volume $(6,19)$

Use an fprintf statement to display $V$ with four decimal places $($e$.$g$.$ "The volume of the tank is xxxxx$.$xxxx cubic meters"$).$