When long term rate is higher than short term rate, Expectation Theory explains this with which of following statement: 1) people expect rate to rise in future 2) long term rate carries interest rate risk premium A. 1 only B. 2 only C. both 1 and 2 If the interest rate risk premium is 25 basis point, and the short term rate is 3%, then this means that the long term interest rate is A. none above B. 2.75% C. 3.025% D. 2.075% E. 3.25% Consider a Zero coupon bond maturing in 2 months with annual YTM at 6%. The PV of this bond can be computed with semiannual approach by dividing the par value by a discount factor of with exponent of А. 3%;B 2/3 В. 3%;B 1/3 C. 6%; 2/3 D. 3%; 1/6

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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When long term rate is higher than short term
rate, Expectation Theory explains this with
which of following statement: 1) people
expect rate to rise in future 2) long term rate
carries interest rate risk premium
A. 1 only
B. 2 only
C. both 1 and 2
If the interest rate risk premium is 25 basis
point, and the short term rate is 3%, then this
means that the long term interest rate is
A. none above
В. 2.75%
C. 3.025%
D. 2.075%
E. 3.25%
Consider a Zero coupon bond maturing in 2
months with annual YTM at 6%. The PV of this
bond can be computed with semiannual
approach by dividing the par value by a
discount factor of
with exponent of
А. 3%; 2/3
В. 3%;B 1/3
С. 6%;B 2/3
D. 3%; 1/6
Transcribed Image Text:When long term rate is higher than short term rate, Expectation Theory explains this with which of following statement: 1) people expect rate to rise in future 2) long term rate carries interest rate risk premium A. 1 only B. 2 only C. both 1 and 2 If the interest rate risk premium is 25 basis point, and the short term rate is 3%, then this means that the long term interest rate is A. none above В. 2.75% C. 3.025% D. 2.075% E. 3.25% Consider a Zero coupon bond maturing in 2 months with annual YTM at 6%. The PV of this bond can be computed with semiannual approach by dividing the par value by a discount factor of with exponent of А. 3%; 2/3 В. 3%;B 1/3 С. 6%;B 2/3 D. 3%; 1/6
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