Answer:
There is no profit so they would be loosing money.
Explanation:
Answer:
The present value of the dividends to be paid out over the next six years if the required rate of return is 15 percent is $6.57
Explanation:
Solution:
Given that
The present value =∑ ⁿ t=1 cf/ (1 +r)t
where cf= cash flow
r =the required rate of return
t = the number of years
Now
The present value will be:
cf₁/(1+r)^1 + cf₂/(1 +)^2 + cf₃/(1+r)3 + cf₄/(1 +r)^4) + cf₅/(1 +r)^5 + cf₆/(1+r)^6
Hence,
cf₁, cf₂ cf₃ = 0 as the firm does not expect to pay dividend in the next three years
Note: Kindly find an attached document of the part of the solution to this given question
Answer:
a. reward system
b. Surface value
c. Perquisites
d. Compensation packages
Explanation:
Reward system encompasses the whole compensation packages for workers.
Base pay is the main determinant for other compensations.
Symbolic value refers to the representational value of a reward as opposed to the worth.
Compensation packages for various entities vary depending on the organization.
Indirect compensation is not directly linked to a job.
Perquisites refer to the benefits from employment.
Flexible reward system is not a fixed system, but one that flexes with other factors.
Participative pay system encourages workers' contribution in determining pay.
Surface value is the worth of a compensation to the recipient.
Incentive system refers to the employment structure that motivates employees to act in the best interest of the organization.
Answer:
Value of one warrant = $ 6.88 (2 decimals).
Explanation:
Ordinary bond current value = pv(rate,nper,pmt,fv)
Ordinary bond current value = pv(6%,20,48,1000)
Ordinary bond current value = $ 862.36
Current Value of Bond with warrant = 1000
Warrant value = Current Value of Bond with a warrant - Ordinary bond current value
Warrant value = 1000 - 862.36
Warrant value = $ 137.64
No of Warrant with a bond = 20
Value of one warrant = Warrant value /No of Warrant with a bond
Value of one warrant = 137.64/20 = $6.882
Value of one warrant = $ 6.88 (2 decimals).
