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21) A 13-year, 6 percent coupon bond pays interest semiannually. The bond has a face value 21) of $1,000. What is the peréent
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25) No. of months can be calculated using N function on a calculator with BEGIN mode

PMT = 2,500, PV = -289,416, FV = 0, I/Y = 4.6%/12

=> Compute N = 152.52 months = 12.71 years... Hence E is correct.

24) Price in year 3, P3 = D4 / r = 1.9 / 14.6% = $13.01

Price today, P0 = D1 / (1 + r) + D2 / (1 + r)^2 + (D3 + P3) / (1 + r)^3

= 1.48 / 1.146 + 1.60 / 1.146^2 + (1.75 + 13.01) / 1.146^3

= $12.32... Hence, C is correct.

23) EPS in year 4 = EPS today x (1 + r)^n = 2.31 x (1 + 2.3%)^4 = $2.53

Price in year 4, P4 = EPS 4 x P/E = 2.53 x 13.5 = $34.15... Hence, D is correct.

22) Monthly payment can be calculated using PMT function on a calculator

N = 20 x 12 = 240, I/Y = 4.35%/12, PV = 162,000, FV = 0

=> Compute PMT = $1,011.82

First interest payment = 162,000 x 4.35%/12 = 587.25, First Principal Payment = 1011.82 - 587.25 = 424.57

Second interest payment = (162,000 - 424.57) x 4.35%/12 = 585.71, Second Principal Payment = 1,011.82 - 585.71 = $426.11... Hence, E is correct.

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