He projects that he will need to have $500,000 in 5 years in order to get the business off the ground. He has found an investment that will yield 12% interest compounded quarterly. How much will he need to invest today to have the amount he requires to start his practice? Part A: Table 6-2 Part B: 3% Part C: 20N Part D: PV = FV(IF) 500000(.55368) 276840 Problem 3: Elizabeth Corday is borrowing $20,000 at 11% over 6 years. She will make annual payments on the loan at the end of each year.
80*7.1607+1000*.3555 = $928 • 5-2 Yield to Maturity for Annual payments Wilson Wonders’s bonds have 12 years remaining to maturity. Interest is paid annually, the bonds have a $1,000 par value, and the coupon interest rate is 10%. The bonds sell at a price of $850. What is their yield to maturity? 100+1000-850/12/1000+850/2 = 112.5/925 = .1216 or 12.16% • 5-6 Maturity Risk Premium The real risk-free rate is 3%, and inflation is expected to be 3% for the next 2 years.
Answer: 4000 * .055 * 1 = 220.00 in interest. (4000 + 220)/12 = $351.67 for periodic payment 3) In the loan in the last question, what is the true rate of interest? The loan was monthly payments for a $4000 loan at 5.5% add-on interest for one year. Answer: (2*m*I)/(A *[N+1])= (2*12*220)/(4000[12+1]) = .1015 = 10.15% 4) Sally purchased an additional 100 cows. She paid $500/cow.
The lease contract obligates Sangamon to make five equal annual payments of $30,000 to Bismark that begin immediately after the sale. You may assume that the equipment has a useful life of 8 years at the time of the sale. Required: 1. What is the lessor’s effective rate of return from the lease contract? 2.
Valuing this dividend as a perpetuity: P = $2.00 / 0.15 = $13.33 9-6 Value of Operations of Constant Growth Summit Systems will pay a dividend of $1.50 this year. If you expect Summit’s dividend to grow by 6% per year, what is its price per share if its equity cost of capital is 11%? Answer: Price per share = 1.50 / (11% – 6%) = $30
Both monies pooled together after taxes add together the sum of £1626.56. With outgoings at £1140 and £1625 pooled together there is a difference of £405 which split between the two girls would be a total of £202.50. Using the online household equivalence calculator this compensates Praveena’s loss of income by 37%. Case study 2 Casper is in the process of paying for his holiday which will cost him £2000, he is considering what to do? If Casper decided to take out a loan that charges 20% APR over one year for the amount of £2000 over 12 months he would expect to pay £183 per month for 12 months with interest of £205.
Net cash flows from the incubator will be $20,608 at the end of each year for the next five years. Also, at the end of the fifth year, Bill estimates he can sell the incubator for $13,200. If Bill’s opportunity cost of capital is 15%. a) What is the incubator’s payback period? Cash flow is an equal amount each year, so payback = (54,200/20,608) = 2.63 years.
Assignment 1: Financial Project Math 104 Dan Burnell Five years ago, I bought a house for $151,000.00 with a down payment of $30,000, which means I took a loan for $121,000.00. My interest rate was 5.75% fixed. I would like to pay more on my loan. I check my bank statement and find the following information: Escrow Payment: $211.13 Principle And Interest Payment: $706.12 Total Payment: $917.25 Current Loan Balance: $112,242.47 I need to explain how much additional money i would need to add to my monthly payment to pay off my loan in 20 years instead of 25 years. If I took 25 years to pay off my loan the monthly Payment would be $761.22 per month.
A bond has a par value of $100,000 and pays interest revenues of $5,000 per year. This bond has a five-year life and a current market price of $98,000. Calculate the yield-to-maturity of this bond. (Points : 10) .3. An investor purchased call options for $2 per option.
8% b. 8% 2. a. A $1,000 bond has a 7.5 percent coupon and matures after 10 years. If current interest rates are 10 percent, what should be the price of the bond? Price = $1,000 x 0.3855 + $1,000 x 7.5% x 6.1446 Price = $385.50 + $460.85 Price = $846.35 b.