Ingrid wants to buy a $17,000 car in 8 years. How much money must she deposit at the end of each quarter in an account paying 5.3% compounded quarterly so that she will have enough to pay for her car? How much money must she deposit at the end of each quarter? (Do not round until the final answer. Then round to the nearest cent as needed.) ...

Peter has borrowed $8,600 to pay for his new car. The annual interest rate on the loan is 7.4 percent, and the loan needs to be repaid in four payments. What will be his annual payment if he begins his payment today now? (Round to the nearest dollar.)   a. $2,850 b. $2,656 c. $2,385 d. $2,448

Heather is planning to retire in 14 years. She will then need an income of $1516 at the end of every month for the subsequent 25 years. She is going to make one investment today to provide all of the money she will eventually collect. Her investments will earn 8.30% compounded monthly. How much should she invest today? Round your answer to two decimal places. Do not enter the $ sign. Sample input: 124, 340.34

Charlie Munger wants to save for a trip to Italy. He will need $18,108 at the end of 12 years. He can invest a certain amount at the beginning of each of the next 12 years in a bank account that will pay him 5 percent annually. How much will he have to invest annually to reach his target? (Round to the nearest two decimals. Do not type the $ symbol)

Emily is buying a new car for $1,700. The dealer is charging her an annual interest rate of 10.2%. If she pays off the loan in 24 months, what are her monthly payments? If she makes a down payment of $210, how much will her monthly payments be? Round to two decimal places. OA. $170.57; $74.75 B. $170.57; $10.54 C. $85.28; $74.75 O D. $145.28; $10.54

Julieta and Eric are purchasing a home. They wish to save money for 12 years and purchase a house that has a value of $170,000 with cash. If they deposit money into an account paying 7 % interest, compounded monthly, how much do they need to deposit each month in order to make the purchase? Round your answer to the nearest cent, if necessary.

Sam Long anticipates he will need approximately $225,600 in 15 years to cover his 3-year-old daughter’s college bills for a 4-year degree. How much would he have to invest today at an interest rate of 6% compounded semiannually? (Use the Table provided.) Note: Do not round intermediate calculations. Round your answer to the nearest cent.

Hannah wants to have $ 7500 to help pay for a new deck in 13 years. If she wants to put her money into an account earning 4.75% interest compounded continuously, how much should she invest now, so that she will have $ 7500 in 13 years? Payment amount =