next month's sales. How many mattresses should be produced in the first quarter of 2019?

Starting next month, I plan to invest $500 per month for 10 years to reach my goal of $100,000.  What annual rate must I earn to achieve this goal?

What will be the future value on December 31, 2023, of 5 annual $60,000 deposits starting on December 31, 2019, if the amounts earn 8% compounded annually? (Click here to access the PV and FV tables to use with this problem.) Round your answer to two decimal places. $ _________

If the inflation rate is expected to be 3% for the next 10 years, what annual income will be needed 10 years from now in order to have the same purchasing power as $25,000 today?

An investor plans to invest $500 a year and expects to get a 10.5% return. If the investor makes these contributions at the end of the next 20 years, what is the present value of this investment today?

You decided to deposit $300 each month starting next month for the next 10 years. If your account will grow to be $100,000 by year 10, what rate of return per month are you earning on your deposits?

2. You plan to purchase an office space in Chamblee's Chinatown for $50,000 at the end of year 2021. You estimate that by renting out that office space, you will receive a stream of rental income for the coming eight years at the end of each year as shown in below. After eight years, you estimate that you can still sell the office space for $45,000 at the end of the eighth year. Is this project a good investment if you project that the normal rate of return in this line of business is 12%? How about if the general rate of return is 15% ? 8%? Year 1 $6,000 Year 5 $7,500 Year 2 $6,500 Year 6 $8,500 Year 3 $7,000 Year 7 $8,500 Year 4 $7,500 Year 8 $8,500 3. Based on the information provided in Step 2 above, compute the Internal Rate of Return for the investment. 4. While you were waiting for your first job interview results to come, you spent several dollars to buy a Georgia Educational Lotto and were lucky enough to win a $1 million prize. The prize is to be awarded in 20 annual payments…

Your retiring will be in 2036. You need to invest some money so that you can earn 10,000 per year for the next 20 years. If the rate of interest is 8% compounded annually, what is the amount of the current investment? $98,181 $90,181 $88,181 $80,181

How much would you be willing to pay today for an investment that will return $6,800 to you eight years from today if your required rate of return is 12 percent?

A perpetuity with a present value of $80,000 today yields cash flows of $2,500 per quarter. The first cash flow comes in one quarter from today. What is the required return for the perpetuity in APR?