ENGR $1731$ Computing for Engineers Spring $2024>$ Lab $2-$ MATLAB Basic$-$Variables, $1-$D Arrays and Vectors, and visualization $>$

Calculate the formula over time and visualized it

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Write a MATLAB program to do the following:

Evaluate the formula $g(t)=5\mathrm{.}0-4\mathrm{.}8e^{-0\mathrm{.}4t}$ over the time range $0\mathrm{.}0t12\mathrm{.}0$ seconds. Use element by element operations only where appropriate. Make sure you select an increment in your time vector that is small enough to give you a smooth curve.

Plot $g(t)$ vs $t(t$ on the $x-$axis and $g(t)$ on the $y-$axis$)$ in a figure window. The MATLAB function figure$(1)$ will create a new active figure window for plotting. The MATLAB function plot $(x,y)$ will plot the values in the $1$D array $y$ versus the values in the $1$D array $x$ in the currently active figure.

$($Optional$)$ Annotate your plot with axis labels including units and grid lines. Useful MATLAB functions for creating and annotating plots include: figure, plot, grid, subplot, xlabel, ylabel, title, legend.

In MATLAB the function exp$(x)$ gives the value of the exponential function $e^x$