You have an investment worth $61,345 that is expected to make regular monthly payments of $1,590 for 20 months and a special payment of $X in 3 months. The expected return for the investment is 0.92 percent per month and the first regular payment will be made in 1 month. What is X? Note: X is a positive number.
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You have an investment worth $61,345 that is expected to make regular monthly payments of $1,590 for 20 months and a special payment of $X in 3 months. The expected return for the investment is 0.92 percent per month and the first regular payment will be made in 1 month. What is X? Note: X is a positive number.
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- You have an investment worth $56,618 that is expected to make regular monthly payments of $1,579 for 25 months and a special payment of $X in 8 months. The expected return for the investment is 0.76 percent per month and the first regular payment will be made today What is X? Note: X is a positive number. Input instructions: Round your answer to the nearest dollar. $An investment that is worth $27,200 is expected to pay you $62,280 in 5 years and has an expected return of X percent per year. What is X?An investment promises two payments of $700, on dates two and four months from today. If the required rate of return on the investment is 6.0%: What is the value of the investment today?
- You are trying to value the following investment opportunity: The investment will cost you $22,619 today. In exchange for your investment you will receive monthly cash payments of $4,979 for 8 months. The first payment will occur at the end of the first month. The applicable effective annual interest rate for this investment opportunity is 8%. Calculate the NPV of this investment opportunity. Round to two decimals (do not include the $-sign in your answer).A new investment is expected to return $15,000 per year, starting from next year (t=1) for ten periods (i.e., from t=1 to t=10). Thus, the sum of the expected returns over those periods is $150,000. How much is the sum of the present value of the expected return over those periods, assuming that the annual interest rate is 5%?An investment will pay $25 per year (indefinitely), starting in one year’s time. The annual payments will grow at a rate of 3% per year. If the price of this investment is $200, what is its rate of return?
- Today (t=0), you invested the starting prinipal of 1536 dollars. At the end of the first, second and third years, you will receive payments in the amount of 40%, 45% and 50% respectively of your initital investment. What is the net present value (NPV) of the investment if the minimum attractive rate of return (MARR) is 7.8%. Calculate the MARR for an NPV between $0 and $1 and draw the cash flow diagram.You are trying to value the following investment opportunity: The investment will cost you $5663 today. In exchange for your investment you will receive cash payments in perpetuity. The first payment will occur after one year and will be $431. Afterwards, cash payments will grow by 1.3% annually. The applicable interest rate for this investment opportunity is 7.6% (effective annual rate. Calculate the NPV of this investment opportunity.Suppose you save $2,800 ayear for 43 years into an investment account that earns 8.5% return, how much will you have at the end of the periods? Formula? Excel Function?
- A similar application for investment yields can be made in cases where monthly cash annuities will be received as a return on investment. For example, assume that an investor makes an investment of $51,593 and will receive $400 at the end of each month for the next 20 years (240 months). What annual rate of return, compounded monthly, would be earned on the $51,593?You wish to have an investment that will bring about $50 000 in tenyears, and the rate of return is 8% per annum. Required:a. In term of time value of money, what is the amount of $50,000 represent?b. How much do you need to invest now if the rate is compounded annually(to the nearest dollar)?c. If you have $50,000 now and put the sum into a bank account that pays5% per year. How much will you have in 8 years if the rate is compounded semiannually, quarterly, monthly and daily (to the nearest dollar)?An investment makes annual payments. The first payment of $245 is due in one year at i = 1. The payments grow at a rate of 14.0% annually until t =14. Payments are then stable until t =32. Afterwards, payments grow at a rate of 2.0% annually (the payment at i =33 is 2.0% bigger that the payment at 1 =32) and are paid into perpetuity. a) What is the size of the cash flow at / =15? 2$ |(Give answer to 2 decimal places.) b) What is the size of the cash flow at t =33? |(Give answer to 2 decimal places.) c) What is the present value of the investment if the discount rate is 16.0%? | (Give answer to 2 decimal places.)
