Write a C++ program to create a Loan Authorization Calculator, which should produce a Monthly Payment Schedule for the entire Loan Period where the Monthly Installment should gradually increase so...

Please use C ++ program
Write a C++ program to create a Loan Authorization Calculator, which should produce a Monthly<br>Payment Schedule for the entire Loan Period where the Monthly Installment should gradually<br>increase so that the amount of the First Installment should be Half of the Last Installment.<br>Implement your solution as per the following specifications.<br>• User should input the value of P, R, and Y.<br>• The program should calculate the value of r, n, x, and A.<br>• The program should output the amount of each installments and sum of all Payments.<br>Specifications<br>Mathematical Notations<br>Examples<br>Input<br>Principal Loan Amount<br>500,000<br>Annual Interest Rate<br>R.<br>20<br>Loan Period (Years)<br>Y<br>Processing /Calculations<br>Monthly Interest Rate<br>R<br>1.01667<br>r = 1+<br>12 x 100<br>Loan Period (Months)<br>n = Yx 12<br>60<br>Rate of Increase in Installments<br>x =

Extracted text: Write a C++ program to create a Loan Authorization Calculator, which should produce a Monthly Payment Schedule for the entire Loan Period where the Monthly Installment should gradually increase so that the amount of the First Installment should be Half of the Last Installment. Implement your solution as per the following specifications. • User should input the value of P, R, and Y. • The program should calculate the value of r, n, x, and A. • The program should output the amount of each installments and sum of all Payments. Specifications Mathematical Notations Examples Input Principal Loan Amount 500,000 Annual Interest Rate R. 20 Loan Period (Years) Y Processing /Calculations Monthly Interest Rate R 1.01667 r = 1+ 12 x 100 Loan Period (Months) n = Yx 12 60 Rate of Increase in Installments x = "V2 1.01182 pn x (r – x) A = Px- Instalment Base 9722.16 < o="">
Output<br>1* Instalment<br>a, = Ax xo<br>a = A x x'<br>az = Ax x²<br>9722.16<br>2nd Instalment<br>9837.06<br>3rd Instalment<br>9953.31<br>-- -<br>2nd Last Instalment<br>a,-2 = A × xn-2<br>an-1 = A x x n-1<br>19217.20<br>Last Instalment<br>19444.30<br>Sum of Payments<br>n-1<br>842134.00<br>sum =<br>a<br>< o O<br>

Extracted text: Output 1* Instalment a, = Ax xo a = A x x' az = Ax x² 9722.16 2nd Instalment 9837.06 3rd Instalment 9953.31 -- - 2nd Last Instalment a,-2 = A × xn-2 an-1 = A x x n-1 19217.20 Last Instalment 19444.30 Sum of Payments n-1 842134.00 sum = a < o="">

Jun 08, 2022
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