Answer:
$81.52
Explanation:
The current share price is the present value of future dividends as well as the present value of the terminal value of dividends beyond year 6 as shown thus:
Current dividend=$3.95
Year 1 dividend=$3.95*(1+5%)=$4.15
Year 2 dividend=$4.15*(1+5%)=$4.36
Year 3 dividend=$4.36*(1+5%)=$4.58
The required rate of return(discount rate) for the dividends in the FIRST 3 years above is 14%
Year 4 dividend=$4.58*(1+5%)=$4.81
Year 5 dividend=$4.81*(1+5%)=$5.05
Year 6 dividend=$5.05*(1+5%)=$5.30
The required rate of return(discount rate) for the dividends in the NEXT 3 years above is 12%
Terminal value of dividend=Year 6 dividend*(1+growth rate)/(rate of return-growth rate)
growth rate=5%
rate of return=10%(rate of return thereafter)
terminal value=$5.30*(1+5%)/(10%-5%)
terminal value=$111.30
current share price=$4.15/(1+14%)+$4.36/(1+14%)^2+$4.58/(1+14%)^3+$4.81/(1+12%)^4+$5.05/(1+12%)^5+$5.30/(1+12%)^6+$111.30/(1+10%)^6
current share price=$81.52
Hi the correct answer would be C hope this helps you!
Good luck!
A) Mendez's ethical responsibilities are,
1)Competence
2)Confidentiality
3)Integrity
4)Credibility
B)The responsibilities of mendez if dalton gives her a direct order to book the sales are explained below.
Explanation:
1)
Integrity
Cometence
Credibility
IMA is highly regarded organization for accountants and finance professionals. The following four standard to which the organization holds CMA's accountable are
1)Competence
2)Confidentiality
3)Integrity
4)Credibility
2)
Mendez should refuse to follow dalton's orders and if dalton persists, the incident should be reported to the corporate controller of hester shoe company. Support for the linc managers should be wholehearted, but it should not require unethical conduct.
First option.
Indeed, some people may benefit by paying the artificial price, but not all as other people may not be able to satisffy all their demand as a price ceiling will also effectively create a shortage due to the low prices disincentivizing producers.
Answer:
Annual withdraw= $143,023.66
Explanation:
Giving the following information:
Present value (PV)= $2,000,000
Number of periods (n)= 57
Interest rate (i)= 7% a year
<u>To calculate the annual withdrawal, we need to use the following formula:</u>
Annual withdraw= (PV*i) / [1 - (1+i)^(-n)]
Annual withdraw= (2,000,000*0.07) / [1 - (1.07^-57)]
Annual withdraw= $143,023.66
