Assume that 3-month Treasury bills totaling $11 billion were sold in $10,000 denominations at a discount rate of 3.250%. In addition, the Treasury Department sold 6-month bills totaling $9 billion at a discount rate of 3.195%.
a. What is the discount amount for 3-month bills? (Do not round intermediate calculations. Round your final answer to the nearest cent.)
b. What is the discount amount for 6-month bills? (Do not round intermediate calculations. Round your final answer to the nearest cent.)
c. What is the effective rate for 3-month bills? (Do not round intermediate calculations. Round your final answer to the nearest hundredth percent.)
d. What is the effective rate for 6-month bills? (Do not round intermediate calculations. Round your final answer to the nearest hundredth percent.)
a. Discount Amount for 3-month bills = 11 *PVF(0.8125%,3)
= 11 * 0.9914
= 10.911
b Discount Amount for 3-month bills = 9 *PVF(1.698%,6)
= 9 * 0.9843
= 10.827
c. effective rate for 3-month bills = (1+r)^n-1
= (1+(0.0325/4))^4-1
= (1+0.008125)^4-1
= 1.008125^4-1
= 1.0329-1
= 0.0329
= 3.29%
effective rate for 6-month bills = (1+r)^n-1
= (1+(3.195/2))^2-1
= (1+0.01598)^2-1
= 1.01598^2-1
= 1.0322-1
= 0.322
= 3.22%
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