1. Assume you buy a new car for $35,000 and plan to finance it over 4 years by making 48 equal monthly payments. If the monthly interest rate is 0.75 percent (which means the APR on the loan is 9%), what will be the monthly payment on your new $35,000 car (that is, find C)? Also, what is the finance charge (or total interest paid in dollars) on your four-year car loan? 2. What is the present value of the following perpetuity (PV Reto): a $15,000 payment made once each year forever if the discount rate (r) is 6%? 3. Suppose just after completing your undergraduate degree at SNHU you get a full-time job at which your employer will match your contribution into an IRA up to $3,000 per year, with the deposits occurring at the end of each year. The deposits will continue for forty (40) years, when you plan to retire. This means that your total contribution into the IRA will be $6,000 annually (i.e., $3,000 by yourself and the other $3,000 matched by your employer) and also note that this setting is the future value of an ordinary annuity (FVA) with 40 annual payments being made into the account. If your IRA is invested in a stock mutual fund earning 11% per year, how much will you have in your IRA when you retire in 40 years? Round your answer to the nearest whole dollar. 1. Assume you buy a new car for $35,000 and plan to finance it over 4 years by making 48 equal monthly payments. If the monthly interest rate is 0.75 percent (which means the APR on the loan is 9%), what will be the monthly payment on your new $35,000 car (that is, find C)? Also, what is the finance charge (or total interest paid in dollars) on your four-year car loan? 2. What is the present value of the following perpetuity (PV Reto): a $15,000 payment made once each year forever if the discount rate (r) is 6%? 3. Suppose just after completing your undergraduate degree at SNHU you get a full-time job at which your employer will match your contribution into an IRA up to $3,000 per year, with the deposits occurring at the end of each year. The deposits will continue for forty (40) years, when you plan to retire. This means that your total contribution into the IRA will be $6,000 annually (i.e., $3,000 by yourself and the other $3,000 matched by your employer) and also note that this setting is the future value of an ordinary annuity (FVA) with 40 annual payments being made into the account. If your IRA is invested in a stock mutual fund earning 11% per year, how much will you have in your IRA when you retire in 40 years? Round your answer to the nearest whole dollar
