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.
1. What are the essential differences between endowments, final-salary definedbenefit (DB) pensions plans, and cash-balance (CB) pension plans? A Cash Balance plan is a defined benefit plan that specifies both the contribution to be counted to each participant and the investment earnings to be counted based on those contributions. Each participant has an account that resembles those in a 401(k) or profit sharing plan. They are based on two ways: 1) The company contribution – a percentage of pay or a flat dollar amount – determined by a specified formula 2) An annual interest credit.
Payback Period Payback period is a capital budgeting criterion measure, which promptly provides the number of years the project will return is original investment (Keown, Martin, Petty, & Scott, 2005, p.292). a. What is each project’s payback period? Project A 100000/32000= 3.125 years Project A’s payback period is 3.125 years. Project B’s payback period is 4.5 years.
b. If the loan with a 20 percent compensating balance requirement were to be paid off in 12 monthly payments, what would the effective rate be? (Principal equals amount borrowed minus the compensating balance.) The effective rate on an installment loan is calculated through the formula 2 times annual no. of payments times the interest divided by the total number of payments plus 1 multiplied by the principal.
This summary will be assessing the requirements of Statement of Financial Accounting Standards (SFAS) 116 and 117 and how it impacts the financial statements. The Statement No. 116 addresses Accounting for Contributions Received and Contributions Made, contributions consist of gifts of cash, marketable securities, property and equipment, utilities, supplies, intangible assets (such as patents and copyrights), and the services of professionals and skilled workers (University of Phoenix, 2007, p.490). These contributions have to be accounted for at fair value, unless their is a particular collection or contributed service. Statement No.
What would be the second year future value? (LG4-3) FV = 750 × (1 + 0.10) (1 + 0.12) 750 × 1.10 × 1.12 Answer: 924.00 4-11 Present Value What is the present value of a $1,500 payment made in six years when the discount rate is 8 percent? (LG4-4) PV = 1500/(1+0.08)6 1500/1.586874323 Answer: 945.25 4-13 Present Value with Different Discount Rates Compute the present value of $1,000 paid in three years using the following discount rates: 6 percent in the first year, 7 percent in the second year, and 8 percent in the third year. (LG4-4) PV = 1000 / ((1 + 0.06) (1 +0.07) (1 + 0.08)) 1000/ (1.06 × 1.07 × 1.08) 1000/1.224936 Answer: 816.37 4-16 Rule of 72 Approximately how many years are needed to double a $500 investment when interest rates are 10 percent per year? (LG4-6) N=72 / 10 Answer: 7.2 4-31 Solving for Time How many years (and months) will it take $2 million to grow to $5 million with an annual interest rate of 7 percent?
Which of the following accounts has a normal credit balance? a. Purchases b. Sales Returns and Allowances c. Freight-in d. Discount received D is correct. Section “Recording inventory transactions” – Discount Received is a revenue account whose normal balance is a credit.
BE10-1 Kananga Company has these obligations at December 31: (a) a note payable for $100,000 due in 2 years – Yes, this is a long term liability. (b) a 10-year mortgage payable of $200,000 payable in ten $20,000 annual payments – No, this would be considered a liquidity. (c) interest payable of $15,000 on the mortgage – No, this would be a current
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. D = market value of the firm's debt I valued book value of debt at 1,291 Then divide 11503/(11503+1291)=89.9 so the weight for debt is 10.1 percent When I calculated WACC 4.44%x.101+9.81%x.899= 9.27% Cohen made a few mistakes when she calculated her WACC. First, she used historical data in
The objective of the deferral method is to match tax expense with pretax book income. The effect