Write your name on your Excel sheet otherwise it will not be graded.

Write a program that reads in the length and width$($in meters$)$ of a rectangular yard and the

length and width of a rectangular house in the yard. Your program should compute and

print the time required to cut the grass at a rate of $2\frac{m^2}{s}.$

There are standard equations for calculating the heat capacity of a gas at specified temperature.

One common heat capacity equation is a third order polynomial as follows;

$C=a+bT+c{T}^2+d{T}^3$

If the coefficients a to $d$ are known for a particular gas, you can calculate the heat capacity.

Write a VBA function to calculate the heat capacity and write a sub procedure to test your

function. Please ask the user to enter the number of gases she$/$he wants to calculate the heat

capacity and write your code using FOR NEXT loop. Please let the user know that the

temperature should be entered in Celcius Degrees. Please use double precision variables.

Outputs should be written to Excel as shown below. Use VBA to solve following questions. Create different modules for each question.Your Excel sheets where you will print your outputs should be neat. If your program is not user friendly, it will not be graded.Economic formulas are available to compute annual payment for loans. Suppose that you borrow

an amount of money $P$ and agree to repay it in $n$ annual payments at an interest rate of $i.$ The

formula to compute the annual payment $A$ is:

$A=P\frac{i(1+i{)}^n}{(1+i{)}^n-1}$

Write a program to compute A$.$ Test with $P=55000TL$ and an interest rate of $\%6\mathrm{.}6($i$=0\mathrm{.}066).$

Interest rate and loan amount are your inputs; interest rate should be requested as a

percentage. Compute results $n=1,2,3,4,$ and $5$ and display the results as a table as shown

below. Titles should be bold. You are required to use a Do Until loop in the program. You

will not get any grade if you program it without a loop.

A simple yet efficient method to calculate the square root of a number is variously called the

divide$-$ and$-$average method. To find the square root of the number a:

Begin with an initial estimate $x.$

Divide the number by the estimate $($i$.$e$.,\frac{a}{x}),$ to get a new estimate

Average the original estimate and the new estimate $($i$.$e$.,\frac{x+\frac{a}{x}}{2}$ to get a new estimate

Return to step $2.$

Use this method to calculate the square root of a number. The value of the initial estimate $x$

must be greater than zero. Please use Do While Loop in the program.