Ann got a 15 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 7% compounded monthly, with monthly payments. After 5 years of payments, Ann can refinance the balance into a 10 year Fully Amortizing FRM at an annual interest rate of 5.25% compounded monthly, with monthly payments. If Ann refinances into this 10 year loan, what will be her monthly savings on her mortgage payment? "
USING FINANCIAL CALCULATOR
Step 1: Monthly payment initially
N=12*15
I/Y=7%/12
PV=-1000000
FV=0
CPT PMT=8988.28270852427
Step 2: Loan balance after 1st year
N=12*5
I/Y=7%/12
PV=-1000000
PMT=8988.28270852427
CPT FV=774128.019677181
Step 3: New monthly payment
N=12*10
PV=-774128.019677181
I/Y=5.25%/12
FV=0
CPT PMT=8305.75
USING EXCEL
=-PMT(5.25%/12,12*10,FV(7%/12,12*5,PMT(7%/12,12*15,-1000000),-1000000))
=8305.75
Ann got a 15 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of...
Ann got a 30 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 8% compounded monthly, with monthly payments. After 5 years of payments, Ann can refinance the balance into a 25 year Fully Amortizing FRM at an annual interest rate of 5% compounded monthly, with monthly payments. Refinancing will cost Ann 2 points and $1,500 in closing costs. If Ann refinances into this loan after 5 years, what will be her total cost of refinancing?"
A bank makes a 30 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 4.13% compounded monthly, with monthly payments. What is the market value of this loan after 7 years of payments if the annual interest rate for this loan is 10% compounded monthly?"
A bank makes a 30 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 4.25% compounded monthly, with monthly payments. What is the market value of this loan after 7 years of payments if the annual interest rate for this loan is 7% compounded monthly? How would this be done on a BA II calculator???
A bank makes a 30 year Fully Amortizing FRM for $1,000,000 at an annual interest rate of 4.13% compounded monthly, with monthly payments. Suppose inflation is 2% per year, compounded monthly. What is the real value of the 20th payment?"
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show the work on a calculator A borrower takes-out a fully amortizing loan for $1,000,000. The term of the loan is 30 years. The initial interest is 6% APR, compounded monthly. After one year, the interest rises to 8% APR, compounded monthly. After two years, the interest falls back to 6% APR, compounded monthly. After three years, the interest further falls to 4% APR, and it remains at 4% APR for the rest of the loan term Part A What...
Ann gets a 30 year 1/1 Fully Amortizing ARM for $1,000,000, with monthly payments and monthly compounding. The initial rate is 3%. In the future, the rate will reset to 250 basis points above the LIBOR. There are no rate caps or floors. Suppose at the first reset, the LIBOR was 6%. What is the monthly mortgage payment for the second year?"
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