Suppose you want to deposit a certain amount of money into a savings account and then leave it alone to draw interest for the next $10$ years. At the end of $10$ years you like to have $$10,000\mathrm{.}00$ in the account. How much do you need to deposit today to make that happen? You can use the following formula to find out:PThe terms in the formula are as follows: P is the present value, or the amount that you need to deposit today F is the future value that you want in the account $($F$=$$$10,000\mathrm{.}00)$ r is the annual interest rate n is the number of years that you plan to let the money sit in the accountIt would be nice to write a computer program to perform the calculation, because we can experiment with different values for the terms. Here is an algorithm we can use:$1.$ Get the desired future rate?$2.$ Get the annual rate?$3.$ Get the number of years the money will sit in the account$4.$ Calculate the amount of money that will need to deposit$5.$ Display the result of the calculation from Step $4$In Step $1$ through $3,$ we will prompt the user to enter the specified values. We will store the desired value in a variable named futureValue, the annual interest rate variable named rate, and the number of years in a variable named years.In Step $4,$ we calculate the present value, which is the amount of money that we will have to deposit. We will convert the previously shown in the following pseudocode statement. This statement stores the result of the calculation in the presentValue variable.presentValue $=$ futureValue $/(1+$ rate$)^$ yearsIn Step $5,$ we display the value in the presentValue variable.Assignment Instructions:I. Write the pseudocode for this program below. You should have an approximately of $8$ lines of code.