UNIT 4 Exam Review 1) You have purchased $70,000 worth of goods. The dealer is giving you terms of 3/10, n/60. You were billed on March 15 and given a loan rate of 6.5%. If you take out a loan to take advantage of the discount, how much do you really save by getting the loan and taking advantage of the discount, but still paying interest? Answer: Amount of discount = 70,000 * .03 = $2100.
Answer Market value per share =$75 Common equity= 6,000,000 Number of share outstanding You must Login to view the entire essay. If you are not a member yet, Sign Up for free! =800,000,000 Market to book ration = $75/(6,000,000/800,000,000) 6,000,000/800,000,000=.75 Market to book ration= 75/.75= 100 3-4 Price/Earnings Ratio A company has an EPS of $1.50, a cash flow per share of $3.00, and a price/cash flow ratio of 8.0. What is its P/E ratio? Answer Price /cash flow ratio= price per share/ cash flow per share Price per share = $8 x $3 = $24 P.E = Price per share / EPS P.E = $24 / 1.5 = 16 3-5 ROE Needham Pharmaceuticals has a profit margin of 3% and an equity multiplier of 2.0.
(Points : 5) is increased with a debit is decreased with a credit is not an expense account All of the above 3. (TCOs A, B) Cerner Company showed the following balances at the end of its first year: Cash $5,000 Prepaid insurance 500 Accounts receivable 2,500 Accounts payable 2,000 Notes payable 3,000 Common stock 1,000 Dividends 500 Revenues 15,000 Expenses 12,500 What did Cerner Company show as total credits on its trial balance? (Points : 5) $21,500 $21,000 $20,500 $22,000 4. (TCOs B, E) Using accrual accounting, expenses are recorded and reported only _____. (Points : 5) when they are incurred, whether or not cash is paid when they are incurred and paid at the same time if they are paid before they are incurred if they are paid after they are
State one advantage and one disadvantage of this course of action. (5 marks) • Using the ‘Saving and Borrowing Calculator’ (on the DVD-ROM or online), calculate the monthly repayments required and the total amount of interest paid if Panna used a loan from the store’s finance company, at an APR of 9 per cent, to fully fund the purchase over both (a) one year, and (b) three years. What factors would Panna need to consider in deciding between the one-year or three-year payment period? (8 marks) • What would be the advantages and disadvantages of using each of the three forms of debt available to Panna to purchase the furniture? (12 marks) (Total: 25 marks) Question 2 Adan (26) and Jane (25)
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.
2. What was your estimate of WACC? What mistakes did Joanna Cohen make in her analysis? Which method is best for calculating the cost of equity? cost of equity =I used the 20 year at 5.74%+Geometric mean=5.9%x most recent beta .69=9.81% Cost of Debt I used Yield to maturity to find cost of debt From Exhibit 4 PV= 95.60 N=40 (20years x 2) since its paid semiannually Pmt=-3.375 (6.75/2) FV=-100 Comp I = 3.58% (semiannual) 7.16% (annual) After tax cost of debt = 7.16%(1-38%) = 4.44% E = market value of the firm's equity To find Market value of Equity you multiply share price by amount of shares $42.09x273.3= 11503.
Should the company purchase the small technology firm? Use an interest rate of 12%. What is the “breakeven price” of the small technology firm? (Points : 10)\ 2. A bond has a par value of $100,000 and pays interest revenues of $5,000 per year.
What is the current value of her winnings? 7. Martha Reed has been depositing $1,500 in her savings account every December since 1998. Her account earns 6% compounded annually. How much will she have in December of 2007?
4-5 Multiyear Future Value How much would be in your savings account in eight years after depositing $150 today if the bank pays 8 percent per year? (LG4-3) FV8 = 150 × (1 + 0.07)8 150 × 1.71818618 Answer: 257.73 4-7 Compounding with Different Interest Rates A deposit of $350 earns the following interest rates: a. 8 percent in the first year. b. 6 percent in the second year.
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.