Answer:
e. $89,337.60
Explanation:
Given that
The cost of the asset = $108,000
And, the MACRS rate is .2, .32, .192, .1152, .1152, and .0576 for years 1 to 6
So the accumulated depreciation at the end of the year 4 is
= ($108,000) × (0.2 + 0.32 + 0.192 + 0.1152)
= $108,000 × 0.8272
= $89,337.60
By multiplying the cost of the asset with the MACRS rate upto fourth year we can get the accumulated depreciation
Answer:
The correct answer is $9187.5.
Explanation:
According to the scenario, the given data are as follows:
Asset cost = $140,000
Residual value = $42,000
Life period = 8 years
So, Annual depreciation can be calculated by using following method:
Annual depreciation = ( Asset cost - Residual value) ÷ Life period
= ($140,000 - $42,000) ÷ 8
= $12,250
As depreciation is to be recorded till Dec.31
So, total time period = Apr - Dec = 9 months
So, Depreciation expense till Dec.31 = $12,250 × (9 ÷ 12)
= $9,187.5
Hence, Depreciation expense till Dec.31 is $9,187.5.
Answer:
Estimated as Elastic Demand
Explanation:
Elastic demand is where a change in price causes a significant change in demand, therefore 20 hats to 15 hats can be considered significant and we can conclude that it's elastic demand.
Answer:
$69.47
Explanation:
D1 = ($1.45*1.20) = $1.7
D2 = ($1.7*1.20) = $2.04
D3 = ($2.04*1.20) = $2.45
Value after year 3 = (D3*Growth Rate) / (Required rate-Growth Rate)
Value after year 3 = ($2.45*1.08) / 0.11-0.08
Value after year 3 = $2.646 / 0.03
Value after year 3 = $88.20
Current share price = Future dividend and value*Present value of discounting factor(rate%,time)
Current share price = $1.7/1.11 + $2.04/(1.11)^2 + $2.45/(1.11)^3 + $88.20/(1.11)^3
Current share price = $1.5315315 + $1.65571 + $1.7914189 + $64.49107
Current share price = $69.4697304
Current share price = $69.47
Answer:
d. Milton Friedman
Explanation:
Milton Friedman is an American economist that believed in the free market capitalism. He was a free market advocate. He therefore advocated that the social responsibility of a manager is to maximize shareholders returns.
