Joni and Trymaine take out a 30 year mortgage for $136,000 at the APR of 10.1%, compounded monthly. (a) What will there monthly payments be? (Round balance to the nearest cent.) $ (b) After they had made 12 years of the payments (144 payments) they decide to refinance the remaining loan balance. What is the balance remaining on the original loan of $136,000? (Round balance to the nearest cent.) $ (c) Joni and Trymaine will now refinance the remaining balance for 20 years at the APR of 5.7%, compounded monthly. What will be their new monthly payment amount? (Round balance to the nearest cent.) $ CIVIL ILI
Joni and Trymaine take out a 30 year mortgage for $136,000 at the APR of 10.1%, compounded monthly. (a) What will there monthly payments be? (Round balance to the nearest cent.) $ (b) After they had made 12 years of the payments (144 payments) they decide to refinance the remaining loan balance. What is the balance remaining on the original loan of $136,000? (Round balance to the nearest cent.) $ (c) Joni and Trymaine will now refinance the remaining balance for 20 years at the APR of 5.7%, compounded monthly. What will be their new monthly payment amount? (Round balance to the nearest cent.) $ CIVIL ILI
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question

Transcribed Image Text:**Educational Example: Mortgage Refinancing**
Joni and Trymaine take out a 30-year mortgage for $136,000 at an Annual Percentage Rate (APR) of 10.1%, compounded monthly.
**(a) Calculating Monthly Payments:**
What will their monthly payments be?
(Round balance to the nearest cent.)
- Monthly Payment: \$_____________
**(b) Remaining Loan Balance After 12 Years:**
After making payments for 12 years (totaling 144 payments), they decide to refinance the remaining loan balance. What is the remaining balance on the original loan of $136,000?
(Round balance to the nearest cent.)
- Remaining Balance: \$_____________
**(c) Refinancing Loan Balance:**
Joni and Trymaine will refinance the remaining balance for 20 years at an APR of 5.7%, compounded monthly. What will be their new monthly payment amount?
(Round balance to the nearest cent.)
- New Monthly Payment: \$_____________
**(d) Loan Balance 7 Years After Refinancing:**
What will be the balance on their new loan 7 years after refinancing?
(Round balance to the nearest cent.)
- Loan Balance After 7 Years: \$_____________
Expert Solution

Step 1: Notes
Since you have posted a multi subparts question according to guidelines I will solve first (a,b,c)three question for you. To get remaining part solved please repost the complete question and mention parts.
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Solved in 4 steps with 4 images
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