here is the additional table 9-4 that was requested

Refinancing a Mortgage Kevin Tutumbo of Terre Haute, Indiana, has owned his home for 15 years and expects to live in it for at least five more. He originally borrowed $130,000 at 6.0 percent interest for 30 years to buy the home. He still owes $90,000 on the loan. Interest rates have since fallen to 5.0 percent, and Kevin is considering refinancing the loan for 15 years. He would have to pay 2 points on the new loan with no prepayment penalty on the current loan a. What is Kevin's current monthly payment? Round Estimating Mortgage Loan Payments for Principal and Interest in your intermediate calculations to four decimal places. Use Table 9-4. Round your answer to the nearest cent. $ b. Calculate the monthly payment on the new loan. (Note: The points on the new mortgage are not included in the mortgage amount.) Round Estimating Mortgage Loan Payments for Principal and Interest in your intermediate calculations to four decimal places. Use Table 9.4. Round your answer to the nearest cent. $ c. Advise Kevin on whether he should refinance his mortgage using the Run the Numbers worksheet, "When You Should Refinance Your Mortgage". Round Future value of a series of Equal Amounts and Future value of a Single Amount in your intermediate calculations to four decimal places. Use Appendix A.1 and Appendix A.3. Assume the annual savings, prepayment penalty, and closing costs can be invested at 3 percent after taxes. Kevin refinance his mortgage. (should/shouldn't) CHAPTER 9 Obtair Table 9.4 Estimating Mortgage Loan Payments for Principal and Interest (Monthly Payment per $1,000 Borrowed) Payment Period (Years) Interest Rate (%) 15 20 25 30 3.0 $6.9058 $5.5460 $4.7421 $4.2160 3.5 7.1488 5.7996 5.0062 4.4904 4.0 7.3969 6.0598 5.2783 4.7742 4.5 7.6499 6.3265 5.5583 5.0669 5.0 7.9079 6.5996 5.8459 5.3682 5.5 8.1708 6.8789 6.1409 5.6779 6.0 8.4386 7.1643 6.4430 5.9955 6.5 8.7111 7.4557 6.7521 6.3207 7.0 8.9883 7.7530 7.0678 6.6530 7.5 9.2701 8.0559 7.3899 6.9921 8.0 9.5565 8.3644 7.7182 7.3376 Note: To use this table to figure a monthly mortgage payment divide the amount borrowed by 1,000 and multiply by the appropriate figure in the table for the interest rate and time period of the loan. For example, a $160,000 loan for 30 years at 60 percent would require a payment of 5959,280 ($160,000 + 1,000) X 5.99551: over 20 years, it would require a payment of $1,146,29 (5160,000 + 1,000) 7.1643). For calculations for different interest rates, visit the Gammanforgue anion website Refinancing a Mortgage Kevin Tutumbo of Terre Haute, Indiana, has owned his home for 15 years and expects to live in it for at least five more. He originally borrowed $130,000 at 6.0 percent interest for 30 years to buy the home. He still owes $90,000 on the loan. Interest rates have since fallen to 5.0 percent, and Kevin is considering refinancing the loan for 15 years. He would have to pay 2 points on the new loan with no prepayment penalty on the current loan a. What is Kevin's current monthly payment? Round Estimating Mortgage Loan Payments for Principal and Interest in your intermediate calculations to four decimal places. Use Table 9-4. Round your answer to the nearest cent. $ b. Calculate the monthly payment on the new loan. (Note: The points on the new mortgage are not included in the mortgage amount.) Round Estimating Mortgage Loan Payments for Principal and Interest in your intermediate calculations to four decimal places. Use Table 9.4. Round your answer to the nearest cent. $ c. Advise Kevin on whether he should refinance his mortgage using the Run the Numbers worksheet, "When You Should Refinance Your Mortgage". Round Future value of a series of Equal Amounts and Future value of a Single Amount in your intermediate calculations to four decimal places. Use Appendix A.1 and Appendix A.3. Assume the annual savings, prepayment penalty, and closing costs can be invested at 3 percent after taxes. Kevin refinance his mortgage. (should/shouldn't) CHAPTER 9 Obtair Table 9.4 Estimating Mortgage Loan Payments for Principal and Interest (Monthly Payment per $1,000 Borrowed) Payment Period (Years) Interest Rate (%) 15 20 25 30 3.0 $6.9058 $5.5460 $4.7421 $4.2160 3.5 7.1488 5.7996 5.0062 4.4904 4.0 7.3969 6.0598 5.2783 4.7742 4.5 7.6499 6.3265 5.5583 5.0669 5.0 7.9079 6.5996 5.8459 5.3682 5.5 8.1708 6.8789 6.1409 5.6779 6.0 8.4386 7.1643 6.4430 5.9955 6.5 8.7111 7.4557 6.7521 6.3207 7.0 8.9883 7.7530 7.0678 6.6530 7.5 9.2701 8.0559 7.3899 6.9921 8.0 9.5565 8.3644 7.7182 7.3376 Note: To use this table to figure a monthly mortgage payment divide the amount borrowed by 1,000 and multiply by the appropriate figure in the table for the interest rate and time period of the loan. For example, a $160,000 loan for 30 years at 60 percent would require a payment of 5959,280 ($160,000 + 1,000) X 5.99551: over 20 years, it would require a payment of $1,146,29 (5160,000 + 1,000) 7.1643). For calculations for different interest rates, visit the Gammanforgue anion website