Answer:
$73.47
Explanation:
2.87 is the current dividend paid (D0)
Use that to find dividends for the next 5 years;
D1 = D0(1+g) ; g being the growth rate
D1 = 2.87(1.08) = 3.0996
D2 = 3.0996(1.08) = 3.3476
D3 =3.3476(1.08) = 3.6154
D4 = 3.6154(1.08) = 3.9046
D5 = 3.9046(1.08) = 4.2170
Next, find terminal cashflows;
D6 (yr 2024) = 4.2170 (1.03) = 4.3435
Find Present values of all the dividends using the 8% discount rate with the formula; PV = FV/
PV(D1) = 2.87
PV(D2) = 2.87
PV(D3) = 2.87
PV(D4)= 2.87
PV(D5)= 2.87
PV of terminal value; PV(D6 onwards) = 
= 59.1223
Sum up the PVs to find value per share;
$2.87 +$2.87 +$2.87 +$2.87 +$2.87+ $59.1223 = $73.47
The answer is <span>takes place when the contract is made.
When the contract is made in unitde states, the Identification that held by all the parties involved will be included/mentioned in the contract.
This is done to ensure that all the parties followed their obligation in the contract and the government could verify that the correct people are held responsible.</span>
Answer:
Limited Supply of lawyers will lead to increase in Lawyer Wages / Salaries
Explanation:
Labour Markets are at equilibrium where : Labour Demand (by firms) = Labour Supply (by employees).
Analysing the labour market for Lawyers : Previous anticipations finally leading to small graduating classes & limited supply of lawyers. This limited supply creates excess demand of lawyers. The mismatched excess demand (by firms) creates competition among buyer firms, which leads to increase in price (wages or salaries) of lawyers.
Answer:
Annual depreciation= $73,551.72
Explanation:
Giving the following information:
A truck costs $316,000 and is expected to be driven 116,000 miles during its five-year life. The residual value is expected to be zero. The truck is driven 27,000 miles during the first year.
Annual depreciation= [(original cost - salvage value)/useful life of production in units]*units produced
Annual depreciation= (316,000/116,000)*27,000= $73,551.72
Answer:
Bradford's estimated variable manufacturing overhead cost is $127,200
Explanation:
The cost function=$83,000+$12M
where M stands for machine hours required to produce the expected output in the month under review.
Each one-six unit case of Bradford's single product requires two machine hours,hence 5,300 cases would require 10,600 hours(5,300*2hrs).
Total estimated variable manufacturing overhead=cost per machine hour*expected number of machine hours
cost per machine hour is $12 as seen in the cost function
estimated variable manufacturing overhead=$12*10,600=$127,200
