Write a program that calculates a monthly mortgage payment; we will...
Question
Write a program that calculates a monthly mortgage payment; we will assume that the interest rate is compounded monthly.
You will need to do the following:
• Prompt the user for a double representing the annual interest rate.
• Prompt the user for the number of years the mortgage will be held (typical input here is 10, 15, or 30).
• Prompt the user for a number representing the mortgage amount borrowed from the bank.
• Calculate the monthly payment using the following formulas:
1. Monthly payment = ( mIR*M) / (1-(1/(1 + mIR)^(12*nOY) )) where
2. mIR = monthly interest rate = annual interest rate/ 12
3. nOY = number of years
4. M = mortage amount
• Output a summary of the mortgage problem, as follows:
1. The annual interest rate in percent notation
2. The mortgage amount in dollars
3. The monthly payment in dollars, with only two significant digits after the decimal point
4. The total payment over the years, with only two significant digits after the decimal point
5. The overpayment, i.e., the difference between the total payment over the years and the mortgage amount, with only two significant digits after the decimal point
6. The overpayment as a percentage ( in percent notation) of the mortgage amount
Formula: Monthly payment = ( mIR*M) / (1-(1/(1 + mIR)^(12*nOY) )) the last two brackets below the exponent ^(12*nOY)
You will need to do the following:
• Prompt the user for a double representing the annual interest rate.
• Prompt the user for the number of years the mortgage will be held (typical input here is 10, 15, or 30).
• Prompt the user for a number representing the mortgage amount borrowed from the bank.
• Calculate the monthly payment using the following formulas:
1. Monthly payment = ( mIR*M) / (1-(1/(1 + mIR)^(12*nOY) )) where
2. mIR = monthly interest rate = annual interest rate/ 12
3. nOY = number of years
4. M = mortage amount
• Output a summary of the mortgage problem, as follows:
1. The annual interest rate in percent notation
2. The mortgage amount in dollars
3. The monthly payment in dollars, with only two significant digits after the decimal point
4. The total payment over the years, with only two significant digits after the decimal point
5. The overpayment, i.e., the difference between the total payment over the years and the mortgage amount, with only two significant digits after the decimal point
6. The overpayment as a percentage ( in percent notation) of the mortgage amount
Formula: Monthly payment = ( mIR*M) / (1-(1/(1 + mIR)^(12*nOY) )) the last two brackets below the exponent ^(12*nOY)
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import java.text.DecimalFormat;
import java.util.Scanner;
public class Exercise73 {
public static void main(String[] args)
{
Scanner input = new Scanner(System.in);
double intRate, amount, monthlyPayment, intRatePercent, totalPayment, overPayment, overPaymentPercent;
int yearsHeld;
System.out.print("Please enter in an interest rate in decimal form: ");
import java.util.Scanner;
public class Exercise73 {
public static void main(String[] args)
{
Scanner input = new Scanner(System.in);
double intRate, amount, monthlyPayment, intRatePercent, totalPayment, overPayment, overPaymentPercent;
int yearsHeld;
System.out.print("Please enter in an interest rate in decimal form: ");
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