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1. You plan to withdraw $2,000 a month from your retirement account for 20 years when the time comes. The money resides in an account that pays 4.5% interest compounded monthly. How much money should be in the account in order to be able to do this? (Hint: This is an annuity that decays).
2. You inherit $125,000. It is placed in an account earning 6.5% interest compounded monthly. How much can you withdraw every month for 8 years? How much do you actually receive in the 8 years?
3. Assume that you have taken out an amortized loan for $24,500. The yearly interest rate is 22% and you will pay off the loan in 7 years. What is the monthly payment?
After two years of payments (24 payments), what is the principle remaining on the loan?
Santos Unlimited (SU) was originally unlevered with 4600 shares outstanding. However, after a major financial restructure, SU now has $38000 of debt, with an annual interest expense of 10 percent. Help understand the situation better by computing the..
How long on average does it take the firm to sell its inventory?
McDowell Industries sells on terms of 3/10, net 30. Total sales for the year are $1,086,000; 40% of the customers pay on the 10th day and take discounts, while the other 60% pay, on average, 56 days after their purchases. What is the percentage cost ..
Use graphical approximation techniques or an equation solver to approximate the desired interest rate. What annual nominal compounding rate has annuity earned?
In 15 years’ time you wish to purchase a house in Avalon Park, FL currently valued at $180,000. Set Aside end-of-month payments (PMT) would be:
what is the percentage change in the price of Bond Sam?
Explain Apple Inc. new iPad Air 2 new technology, possibilities, ratings in the form of predictions, marketing, investments and what could occur if these predictions are wrong?
Calculate the present value of each of the alternatives below, if the discount rate is 12%.
What is the bank discount yield, the bond equivalent yield, and the effective annual return?
Money markets. Non-callable bonds. The Equation of Exchange (Irving Fisher) is.
Assume that the expected return µ from the stock is 20% per annum and its volatility is 40% per annum.- What is the probability distribution for the stock price in 2 years?
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