Answer:
Option (a) is correct.
Explanation:
Given that,
Dividend pay in year 7, D7 = $2 per share
Growth rate of dividend, g = 2.2 percent per year
Required return, ke = 16 percent
Present value of the future dividend at year 6:
= D7 ÷ (ke - g)
= $2 ÷ (0.16 - 0.022)
= $14.49
Therefore, the present value of dividend now is as follows;
= Present value of the future dividend at year 6 × (1 + ke)^{-6}
= $14.49 × (1 + 0.16)^{-6}
= $5.95
Answer:
The workings are made below;
Explanation:
Depreciation Expense for 2022 =($90,880-$,8,640)/8=$10,280*3/12=$2,570
Depreciation Expense for 2023=$10,280 ($90,880-$8,640)/8
The depreciation for 2022 is calculated on pro rata basis from the date of purchase till December 31,2022.
Where as depreciation for 2023 is charged on full year basis as the asset was used for the whole year.
If a tax is levied on the sellers of a product, then the demand curve will become flattered.
Option A. becomes flattered.
If a tax is levied on sellers of a product, then the supply decreases, the supply curve will shift to the left. The demand curve will not shift. This is shown in the following figure;
S+tax Price E1 pl p 0 q1 q Quantity х
In the above figure, the x-axis shows quantity and the y-axis shows the price. D is the demand curve and S is the supply curve. As a result of the tax, the supply curve will shift to the left. The price increases from p to p1 and quantity decreases from q to q1.
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Answer:
C
Explanation:
Cost=10000
Accumulated depreciation=3000
Sales price=9000
Net value=10000-3000=7000
Gain=9000-7000=2000
