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zubka84 [21]
3 years ago
8

A 30-year zero coupon bond with a face value of $5,000 is currently selling for $1,156.88 and has a market rate of interest of 5

%. Using the bond's modified duration, what is the approximate change in the price of the bond if interest rates fall to 4.25%
Business
1 answer:
daser333 [38]3 years ago
5 0

Answer:

Price will increase by $277.58

Explanation:

Market rate of Interest of a zero coupon bond can be determined by following formula

Market Rate of Interest = [ ( F / P )^(1/30) ] - 1

4.25% = [ ( $5000 / P )^(1/30) ] - 1

0.0425 + 1 = ( $5000 / P )^1/30

( 1.0425 )^30 = (( $5000 / P )^1/30)^30

3.4856 = $5000 / P

P = $5,000 / 3.4856

P = $1,434.46

Now Calculate the change in Price

Change in price = $1,434.46 - $1,156.88 = $277.58

Price will increase by $277.58

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Consider the demand equation q=20,000 p^(-1.4). if the cost of production is constant at $0.50 per unit then what is the optimal
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Consider the demand equation q=20,000 p^(-1.4). if the cost of production is constant at $0.50 per unit $1.75 is the optimal price to maximize profit.

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