$25$ pts$|$ The height $(h)$ of a rocket $($in meters$)$ can be represented by the following equation:

$h=2\mathrm{.}13t^2-0\mathrm{.}0013t^4+0\mathrm{.}000034t^{4\mathrm{.}751}$

Create a vector of time $(t)$ values from $0$ to $100$ at $2-$second intervals.

$[10$pts$]$ Use the find function to determine the time when the rocket hits the ground. Use fprintf to display your results. Hint: The value of height will be positive for all values until the rocket hits the ground.

b$)[10$pts$]$ Use the max function to determine the maximum height of the rocket and the corresponding time. Use fprintf to display your results.

c$)5pts$ Create a plot with $t$ on the horizontal axis and $h$ on the vertical axis for times until the rocket hits the ground. Be sure to add a title and axis labels.