Answer:
$47
Explanation:
Because she can afford the 144 bushel plan, in the long run it is cheaper per bushel so you would choose to market that one to her because it is cheaper in the long run for as well as she grows more bushels.
Answer:
C. I, II, III
Explanation:
In a period of falling interest rates, a bond dealer would engage in all of the following activities except for IV. Therefore, a dealer would raise his quoted price in Bloomberg. If the dealer has an appreciated bond that he wishes to sell, he can place ''Request for Bids'' for those bonds in Bloomberg. The dealer may buy bond the he has previously sold short to limit losses due to rising price. To protect existing short position against the rising price, the dealer will buy call options, not put options. Put options are used in protecting existing long position from falling price.
Answer:
beta of stock B = 1.33
Explanation:
the beta of treasury bills is 0
the beta of stock A = 1.46
the beta of stock B = ?
the portfolio contains equal amounts of each investment and its overall beta is 0.93
0.93 = (0 x 1/3) + (1.46 x 1/3) + (B x 1/3)
0.93 = 0 + 0.4867 + 0.333B
0.93 = 0.4867 + 0.333B
0.4433 = 0.333B
B = 0.4433 / 0.333 = 1.33
Answer: B. stockholders expropriate value from bondholders by selecting high-risk projects.
Explanation:
Bankruptcy simply means when an individual or business cannot pay back the funds that is owed to the creditor. When bankruptcy is declared by a particular business, the assets for the business are used in paying back the debt.
One of the indirect costs of bankruptcy is the effect that a potential bankruptcy has on the firm's decisions. The general result is that stockholders expropriate value from bondholders by selecting high-risk projects.
Therefore, option B is the answer.
Answer:
a. $173
Explanation:
The computation of the amount of interest earned in five years is shown below;
But before that following calculations need to be done
As we know that
Simple interest = Present value × rate of interest × time period
= $2,500 × 8% × 5
= $1,000
Now the future value is
Future value = Present value × (1 + rate of interest)^number of years
= $2,500 ×(1 + 8%)^5
= $2,500 × 1.4693280768
= $3,673
Now the compound interest is
Compound interest = Future value - Present value
= $3,673 - $2,500
= $1,173
Now interest on interest is
Interest on interest = Compound interest - Simple interest
= $1,173 - $1,000
= $173
