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1. William borrows $7565 from the bank at an annual simple interest rate of 5.9%. After 5 years, he repays his debt. How much does he repay?
1. William borrows $7565 from the bank at an annual simple interest rate of 5.9%. After 5 years, he repays his debt. How much does he repay?
Round your answer to the nearest dollar (whole number).
2. Maggie deposits a certain amount of money in a bank account. After 13 months, she has $7913 in the account. If the account has an annual simple interest rate of 6.4%, how much did she deposit?
Round your answer to the nearest penny (hundredth place).
3. Jacob loans Emma a certain amount of money. After 2 years, Emma repays Jacob $1727. If the loan's annual simple interest rate is 4.9%, what us the loan's interest?
Round your answer to the nearest dollar (whole number).
4. A simple discount loan has a maturity value of $2620 and a term of 5 years. If the annual simple discount rate is 13.7%, find the proceeds of the loan.
Round your answer to the nearest penny (hundredth place).
5. A simple discount loan has a discount of $53. The proceeds are $617, and has a term of 407 days. Compute the annual simple discount rate.
Round your answer to the nearest tenth of a percent.
6. A simple discount loan has a maturity value of $5989 and an annual simple discount rate of 7.6%. If the loan's proceeds are $4839, find the term of the loan in weeks.
Round your answer to the nearest tenth of a week.
7. The proceeds of a simple discount loan are $4256 and the annual simple discount rate is 5.1%. If the term of the loan is 5 months, find the maturity value.
Round your answer to the nearest dollar (whole number).
8. The proceeds of a simple discount loan are $3585 and the annual simple discount rate is 18%. If the term of the loan is 25 weeks, find the discount value.
Round your answer to the nearest dollar (whole number).
ANSWERS TO 8 QUESTIONS1. A = $7565+(7565x0.059x5) = $97972. 1.0693p = 7913p = $7913/1.0693 = $7399.943. interest = prt = 1727x0.049x2 = $169.254.. p+(p*0.137*5) = 26201.685p=2620p =...