Exercise $1$

Assume you are developing a script to find the maximum height that an object researches, and

the moment when it hits the ground. The height of the object is given by the following formula.

$h=\frac{1}{r}(v_0+\frac{g}{r})(1-e^{-rt})-\frac{gt}{r}$

Write a script that prompts the user to enter the values of v$0$ and r$.$ Note that g represents gravity.

The script asks the user if they want the maximum or when the object hits the ground and within

which interval.

Here is the outline for a suggested user interface:when it is thrown upwards and when it hits the ground.

Enter the value of the initial velocity $($v$0)$: