新用戶掃碼下載
掃碼下載APP
及時接收最新考試資訊及
備考信息
"Corporate Finance":Examples of matrix pricing
學習是一個不斷積累的過程，每天學習一點，每天進步一點！為了幫助大家更高效地備考2021年CFA考試，正保會計網校每日為大家上新CFA習題供大家練習。讓網校與您一起高效備考2021年CFA考試，夢想成真！
Questions 1:
Which of the following is most likely considered an example of matrix pricing when determining the cost of debt?
A、 Debt-rating approach only.
B、 Yield-to-maturity approach only.
C、 Both the yield-to-maturity and the debt-rating approaches.
Questions 2:
A company recently issued a 10-year, 6% semiannual coupon bond for $864. The bond has a maturity value of $1,000. If the marginal tax rate is 35%, the after-tax cost of debt (%) is closest to:
A、 3.9%.
B、 5.2%.
C、 2.6%.
View answer resolution
【Answer to question 1】A
【analysis】
A is correct. The debt-rating approach is an example of matrix pricing.
B is incorrect because the yield-to-maturity approach is not an example of matrix pricing.
C is incorrect because the yield-to-maturity approach is not an example of matrix pricing.
【Answer to question 2】B
【analysis】
B is correct. The pre-tax cost of debt is the yield to maturity (YTM) of the bond. The bond’s YTM can be calculated by solving the following equation for i:
Using a financial calculator, enter N = 20 (semiannual periods), w = –864, PMT = 30, and FV = 1,000. Compute I/YR. The six-month yield (or calculated I/YR) is 4%. The YTM is obtained by doubling the six-month yield to get 8%. Multiplying the pre-tax cost of debt by (1 – Tax rate) gives the result of 8 × (1 – 0.35) = 5.2%.
A is incorrect. If the after-tax amount of the coupon rate is used, the result will be 0.06(1 – 0.35) = 3.9%.
C is incorrect. If the after-tax cost for six-month yield is used, the result will be 0.04(1 – 0.35) = 2.6%.
成功=時間+方法，自制力是這個等式的保障。世上無天才，高手都是來自刻苦的練習。而人們經常只看到“牛人”閃耀的成績，其成績背后無比寂寞的勤奮。小編相信，每天都在勤奮練習，即使是一點點的進步，大家一定可以成為人人稱贊的“牛人”。
學員討論（0）
推薦閱讀
新用戶掃碼下載
京公網安備 11010802044457號
