Coupon Rate = 1.6 %, Face Value = $ 100, Price = $ 99.26 and Yield = 2.654 %
Annual Coupon = 0.016 x 100 = $ 1.6
Let the time to maturity be N periods
Therefore, 99.26 = 1.6 x (1/0.02654) x [1-{1/(1.02654)^(N)}] + 100 / (1.02654)^(N)
99.26 = 60.2864 - 60.2864 / (1.02654)^(N) + 100 / (1.02654)^(N)
99.26 = 60.2864 + 39.7136 / (1.02654)^(N)
38.9736 = 39.7136 / (1.02654)^(N)
(1.02654)^(N) = 39.7136 / 38.9736 = 1.01899
N = = 0.71807 ~ 0.72
.1 T-Mobile 5:56 AM 100% Question ... 1 Unanswered Compute the time to maturity (number of...
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