Solution:
50 bps is equal to 0.5%,thus new yield is 2.7%(3.2%-0.5%).
1.Since given bond is zero coupon bond,thus price of bond is equal to present value of maturity value at the end of 3rd year.Calculation is as follow;
Bond Price=Maturity value/(1+Yield)^Years to maturity
=$1000/(1+0.032)^3
=$909.83
Thus bond price is 909.83
2.Total number of bonds that can be purchased is;
=Available fund/Price per bond
=$10,000,000/$909.83
=10,991.06
Thus correct answer is 10,991.05
3.Calculation of change in bond price:
New Bond price=Maturity value/(1+new yield)^Years to maturity
=$1000/(1+0.027)^3
=$923.18
Thus change in bond price is:
=New price-Original price
=$923.18-$909.83
=$13.35
Thus correct answer is +$13.65
4.Calculation of change in investment value:
Cahnge in investment value=Change in price*No. of bond
=$13.65*10,991.05
=$150,027.83
Thus correct answer is + $150,000
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