Are the following cash flow diagrams economically equivalent if the interest rate is 15% per year? 0 7M 1 8M 2 ΕΟΥ 6M 3 5M 4 0 7M 1 7M 2 ΕΟΥ The left-hand diagram's discounted value at the EOY 0 is $M. (Round to three decimal places.) 7M 3 7M 4 G

I thought the formula needed to find the interest rate is i= (FW/PW) ^ (1/# of years) - 1. frim what i understand givens are F = 100000, P = 80000, n = 15. and i dint know why A is given but its 5000. I need this type of notation (A/P, i%, 15) not pure math notation Vi paja (e) $5,000 now for $225 at the end of each year 3-9. A company can either buy certain land for outdoor storage of equipment or lease it on a 15-year lease. The purchase price is $80,000. The annual rental is $5,000 payable at the start of each year. In either case, the company must pay property taxes, assessments, and upkeep. It is estimated that the land will be needed for only 15 years and will be salable for $100,000 at the end of the 15-year period. What rate of return before income taxes will company receive by buying the land instead of leasing it? (Ans. 7.7%) 100 for a prepaid

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Determine the present equivalent value of the cash-flow diagram shown below when the annual interest rate, i, varies as indicated. P=? ܂ $1,000 i₁ = 8% 1 $2,000 The present equivalent value is $ 2 = 15% 2 i3 = 12% $1,000 ig = 8% 3 Years ܗܘܢ ܗܝ (Round to the nearest cent.) 4 $2,000 15 = 8% 16 = 12% 5 Click the icon to view the interest and annuity table for discrete compounding when i = 8% per year. Click the icon to view the interest and annuity table for discrete compounding when i= 12% per year. 6

You take out a 30 year mortage at an annual interest rate of 6% which you will repay in monthly installments if the loan was for a total of 301, 251 how kuch will your monthly payment be? ( Please currect answer)

Explain, Engineering Econ

Suppose you purchased a corporate bond with a 10-year maturity. a $1,000par value, a 10% coupon rate, and semiannual interest payments. What all this means that you receive $50 interest payment at the end of each six-month period for 10 years (20 times). Then, when the bond matures, you will receive the principal amount (the face value) in a lump sum. Three years after the bonds were purchased, the going rate of interest (coupon rate) on new bonds fell to 6% (or 6% compounded semiannually). What is the current market value (P) of the bond (3 years after the purchase)?

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