You are saving for a Porsche Carrera Cabriolet, which currently sells for nearly half a million dollars. Your plan is to deposit $30,700 at the end of each year for the next 10 years. You expec to earn 10 percent each year. Required: 1. Determine how much you will have saved after 10 years. 2. Determine the amount saved if you were able to deposit $33,200 each year. 3. Determine the amount saved if you deposit $30,700 each year, but with 12 percent interest. (Future Value of $1,Present Value of $1, Future Value Annuity of $1, Present Value Annuity of $1.) Note: Use appropriate factor(s) from the tables provided

Use the following to answer the next two questions: You decide to be in saving for your retirement days. You begin with depositing $300 per month into a savings account that is earning 12% per year compounded monthly. You may deposit faithfully for 25 years at which time you'll retire. Your institution wants to keep your money and as an incentive begins paying 15% per year compounded monthly provided your delay, taking out any money for four years. After four years, you decide to begin withdrawing equal payments for the next 20 years.  What are the equal monthly payments that you can withdraw if you want the account to last for 20 years?

You currently have $12,000 saved up in your bank account. You believe that 2 years from now, some of your generous relatives will give you a combined gift of $5,000 as a college graduation present. If you can earn 4.5% annual compound interest on your savings, how many years will it take you, from today, to be able to afford the car you'd like to purchase, which costs $25,000?

You need to have $18,000 to pay for your car in 7 years. How much do you need to deposit today in a bank that pays 5% interest, compounded annually, in order to achieve your goal?

You receive a $5,000 check from your grandparents for graduation. You decide to save it toward a down payment on a house. You invest it earning 8% per year and you think you will need to have $10,000 saved for the down payment. How long will it be before the $5,000 has grown to $10,000 ? To double the money you received from your grandparents, it will take years. (Round to one decimal place.)