Answer:
the expected return on the portfolio is 15.50%
Explanation:
The computation of the expected return on the portfolio is shown below:
Total investment is
= $2,700 + $3,800
= $6,500
Now
Expected return of portfolio is
= ($2,700 ÷ $6,500) × 12 + ($3,800 ÷ $6,500) × 18
= 4.98% + 10.52%
= 15.50%
Hence, the expected return on the portfolio is 15.50%
Answer:
The answers are:
- Professional fees to issue the corporation’s stock
- Commissions paid by the corporation to underwriters for stock issue
- Printing costs to issue the corporation’s stock
Explanation:
Organizational costs are the initial costs incurred when creating a company. They usually include legal and registration fees, promotions, and commissions paid.
After 10/22/2004, organizational cost up to $5,000 can be deducted as an expense. The remaining organizational costs can be amortized over fifteen years.
Answer:
Hire temporary employees to work on specific projects.
Explanation:
Human resource management is the process by which a business effectively manages its manpower needs to meet its organisational goals at a reduced cost to the business.
It involves the various strategies used to hire employees to meet business needs in a cost-effective way.
The construction division has a highly seasonal workload, with fewer projects in the winter than in the summer. Also, different expertise is needed for different kinds of buildings. So hiring a permanent workforce is counterproductive as they will be paid when there is no work to be done. The best strategy is to hire temporary workers. Also there is need for specialised staff to work on specific projects.
Answer:
As the actual price of such bonds should be $950.51 and the bonds are offered at a lower price, the bonds should be bought at the offered price.
Explanation:
To determine whether the bonds should be bought at the given price or not, we first need to calculate the price of the bond. The formula for the price of the bond is attached.
The interest payed by the bonds can be treated as an annuity.
The semiannual rate will be = 9% / 2 = 4.5%
The number of semi annual payments will be = 7 * 2 = 14
The YTM expressed semi annually will be (r) = 10% / 2 = 5%
Semi annual coupon payment or C = 1000 * 0.045 = 45
Bond Price = 45 * [(1 - (1+0.05)^-14) / 0.05] + 1000 / (1+0.05)^14
Bond Price = 950.5068 rounded off to $950.51
As the actual price of such bonds should be $950.51 and they are offered at a lower price, the bonds should be bought at the offered price.
