For each case do the following:

a$.$ Ask the user for the parameter$($s$)$ you need. e$.$g$.$ for area of square you only need the

side. Other areas and volumes you will need the variables to solve for area or volume

b$.$ Call a function to solve for the area or a different function for the volume of the object

selected by the user. Note the call to a function will be in the form:

Variable $=$ "name$-$of$-$function" $($parameter list $)$; Parameter list is the items values in $3$

above. The parameter values need to be the items necessary to calculate area or

volume respectively.

c$.$ Use fprintf to output the answer e$.$g$.$ Area or Volume of the specific object.

Each function will have$1$ output variable, and inputs based on the data needed to compute the

area of the cross$-$sectional shape i$.$e$.$ circle, triangle, or parallelogram. In the volume functions

you need to add the height plus parameters for the area.

EXTRA CREDIT

$10$ pts for using listdialog for the six case selections. See Listdailog.m file in Canvas to see the code.

$10$ pts for using your area functions in the volume functions. For volume you need area times ht$.$

therefore if you ask for the correct input parameters, instead of recalculating the area just call the area

function then multiply the area times ht and return the volume. You will then call a function from a

function.