$d=(\frac{1}{2})g{t}^2($where $g=$acceleration due to gravity, and $t-$elapsed time.

We want use MATLAB to compute the distance travelled as a function of time for a vector of

time values.

Create a variable called start and prompt the user to enter the start time.

Create a variable called finish and prompt the user to enter the end time.

Create a variable called instance and prompt the user to enter the increment between start

and finish time.

Use the user entered values of $($start$,$ finish, instance$)$ to create a time vector $t.$

Define $g=9\mathrm{.}81\frac{m}{s}2$

Create a vector $d$ corresponding to the time values in vector $t$ using the formula provided.

Create a table matrix dist time with the first column as values in $t$ and second column as

values in d$.$

Provide a title and column headings for the table matrix $($use disp function$)$

Print the matrix dist$\_$time with the fprintf command.