local finance company quotes a 17% interest rate on one-year loans. So, d you borrow $25.000, the interest for the year will be $4,250 Since you must repay a total of $29.250 in one year, the finance company requires you to pay $29.250/2. or $243250, per month over the next 12 months. Is this a 17% loan? What rate would legally have to be quoted? (De net reund intermediate calculations. Round the final answer to 2 decimal places) Annual percentage rate What is the effective annual rate? (De not round intermediate calculations. Round the final answer to 2 decimal places) ffective annual rate

A payday loan is structured to obscure the true interest rate you are paying. For example, in Washington, you pay a $30 "fee" for a two-week $200 payday loan (when you repay the loan, you pay $230). What is the effective annual interest rate for this loan? (Assume 26 bi-weekly periods per year.) The effective annual interest rate is%. (Round to two decimal places.)

A finance company uses the discount method of calculating interest. The loan principal is $5,000, the interest rate is 10%, and repayment is expected in two years. You will receive

A floating rate mortgage loan is made for $185,000 for a 30-year period at an initial rate of 12 percent interest. However, the borrower and lender have negotiated a monthly payment of $1,480.   Required: a. What will be the loan balance at the end of year 1? b. If the interest rate increases to 13 percent at the end of year 2, how much is the payment plus negative amortization in year 2 and year 5 if the payment remains at $1,480?

Question 5. Attached is a similar question answered

A floating rate mortgage loan is made for $170,000 for a 30-year period at an initial rate of 12 percent interest. However, the borrower and lender have negotiated a monthly payment of $1,360. Required: a. What will be the loan balance at the end of year 1? b. If the interest rate increases to 13 percent at the end of year 2, how much is the payment plus negative amortization in year 2 and year 5 if the payment remains at $1,360? Complete this question by entering your answers in the tabs below. Required A Required B What will be the loan balance at the end of year 1? Note: Do not round intermediate calculations. Round your final answer to 2 decimal places. Loan balance

You plan to borrow $37,200 at a 7.2% annual interest rate. The terms require you to amortize the loan with 7 equal end-of-year payments. How much interest would you be paying in Year 2? O a. $2,678.40 O b. $2,370.79 O c. $2,404.40 O d. $6,950.78 Oe. $6,483.94

A $178,000 mortgage loan is offered at an APR of 4%. Follow the instructions below the table. The loan payment formula was used to calculate the monthly payments for the loans and results are reported in the table below. You do NOT have to verify the given payment entries (you already used the formula for calculating payments in the first part Loan term   in years   Monthly Payment on $178,000 loan (in $) Total amount paid back over the full loan term (in $) Interest over the full loan term (in $) Difference in monthly payment from option above (in $)   t = 15    years   Pmt = $ 1316.64   F =   I =   No entry here   t = 30    years   Pmt = $   849.80   F =   I = Difference in MONTHLY payment   t = 40    years   Pmt = $   743.93   F =   I = Difference in MONTHLY payment   t = 50    years   Pmt = $   686.56   F =   I = Difference in MONTHLY payment For each loan term option, calculate the total amount paid back over the…

you have just borrowed $51,107 at an annual interest of 7.6% and must repay the loan in equal installments at the end of each of the next 7 years. By how much would you reduce the amount you owe (that is, principal) at the end of the first year?  (Hint: Compute annual loan payment first and then the loan amortization schedule for the first year.) Group of answer choices $5,798.23 $5,790.23 $5,792.23 $5,796.23 $5,794.23

You plan to borrow $32,200 at an 8.2% annual interest rate. The terms require you to amortize the loan with 7 equal end-of-year payments. How much interest would you be paying in Year 2? Oa. $5,755.17 Ob. $2,346.29 $2,384.99 Od. $2,640.40 O$6,227.10