Answer
Price of bond = 17.96825
Explanation:
Bond price = ∑(C / )+ P /
where
n = no. of years
C = Coupon payments
YTM = interest rate or required yield
P = Par Value of the bond
put values in above equation
price = (5.66%/2) × 2000 × (0.31746) + ( 2000 ÷ 4.595×)
= 17.96825
Answer: c.
In a competitive market, there are many producers competing to provide consumers the products they needed and thus they cannot dictate prices.
If a surplus occurs, there is an excess of quantity supplied and since producers won't be able to sell all their products, they tend or are forced to lower their price.
The reverse happens when there is a shortage. When there is less supply in the market, price increases.
Surplus and shortage in a competitive market, therefore, will cause shifts in the demand and supply curves that tend to eliminate the surplus or shortage.
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Answer:
c. a significant amount of market power
Explanation:
Cross price elasticity measures the responsiveness of quantity demanded of a good to the changes in price of another good.
If the cross price elascitiy is postive, the goods are subsituites.
If the cross price elasticity is negative, the goods are complementary goods.
If the cross price elasticitiy is low the firm has market power. It means that it's consumers do not change the quantity demanded when the price of the good changes
If the cross price elasticitiy is high, the market has low market power.
I hope my answer helps you.
<h3>
Answer:</h3><h3>Tranche A interest $50m*9%*3/12 $1,125,000 </h3><h3>Tranche B interest $100m*10%*3/12 $2,500,000 </h3><h3>Tranche C interest $50m*11%*3/12 $1,375,000</h3><h3>Principal balances:</h3><h3>Tranche A $47 million</h3><h3>Tranche B $100 million</h3><h3>Tranche C $50 million</h3><h3 /><h3 /><h3>Explanation:</h3><h3>The approach in debts securitization is that the most senior tranche,tranche A in this question receives any payment received in excess of periodic payment of interest.</h3><h3>On that basis,the quarterly payments can be shared between the three tranches as follows:</h3><h3>Total quarterly payment received $8000,000</h3><h3>Tranche A interest $50m*9%*3/12 ($1,125,000) </h3><h3>Tranche B interest $100m*10%*3/12 ($2,500,000) </h3><h3>Tranche C interest $50m*11%*3/12 ($1,375,000) </h3><h3>Balance left $3,000,000</h3><h3>As earlier reiterated, the balance of $3 million would be used to redeem part of tranche A,hence in tranche A is $47 million($50m-$3m):</h3><h3>Principal balances:</h3><h3>Tranche A $47 million</h3><h3>Tranche B $100 million</h3><h3>Tranche C $50 million</h3>