Answer:
Number of coupon payments = 13.5*2= 27
Coupon = 6%*1000/2= 30
Let rate be r
Present value of all future payments = $87
875 = 30*(1-1/(1+r)^27)/r + 1000/(1+r)^27
R= 3.74%
Nominal rate = 3.74%*2 = 7.49%
Answer:
c. $2.0 million for Lopes and by $2.5 million for HomeMax.
Explanation:
For the problem above, the two organizations agreed to work on a particular project because they believed that they will benefit from the outcome of the project. Based on the available information provided in the question, the profit that Lopes will make yearly will increase by $2.0 million while that of HomeMax will increase by $2.5 million.
Answer:
The correct answer is A that is $76,000
Explanation:
Home equity is the market value of a home owner un-mortgaged interest in the real property, which is the difference among the home's fair market value and the outstanding balance of all liens on the property.
So, it is computed as:
Home Equity = Market value - Outstanding balance
= $210,000 - $134,000
= $76,000
Answer:
Assume the weight to be invested in Bay Corp is x. That means (1 - x) will be the weight for City Inc. The expression for the expected return will be;
(x * 11.2%) + ( (1 - x) * 14.8%) = 12.4%
0.112x + 0.148 - 0.148x = 0.124
-0.036x = -0.024
x = 0.67
Portfolio beta is;
= 0.67 * 1.2 + ( 1 - 0.67) * 1.8
= 1.398 so beta condition is satisfied.
Amount in Bay Corp.;
= 0.67 * 50,000
= $33,500
Amount in City Inc.;
= 50,000 - 33,500
= $16,500
Answer:
$7,000,000
Explanation:
Calculation to determine What would be the total compensation indicated by these options
Using this formula
Total Compensation =Beginning options*Fair value of the options
Let plug in the formula
Total Compensation =1,000,000 shares × $7
Total Compensation =$7,000,000
Therefore What would be the total compensation indicated by these options is $7,000,000
