Answer:
$8.78
Explanation:
National advertising made dividend payment of $0.75 per share
The dividend is expected to grow at a constant rate of 6.50%
= 6.50/100
= 0.065
The company beta is 1.85
The required return on the market is 10.50%
The risk free rate is 4.50%
The first step is to calculate the rate of return using the CAMP model
R = Risk free rate+beta(market return-risk free rate)
= 4.50%+1.85(10.50%-4.50%)
= 4.50%+1.85×6%
= 4.50%+11.1
= 15.6
Required rate of return= 15.6
Therefore the current stock price can be calculated as follows
Po= Do(1+g)/(r-g)
Where Do= 0.75, g= 0.065, r= 15.6
Po= 0.75(1+0.065)/(0.156-0.065)
Po= 0.75(1.065)/0.091
Po= 0.7987/0.091
Po= $8.78
Hence the company current stock price is $8.78
Answer:
B
Explanation:
Depreciation is the uniform decrease in the value of an asset over a period until the salvage value is reached.
It is given by :
Annual depreciation expense = (cost of asset - salvage)÷ useful life of the asset
Therefore the accumulated depreciation would not equal the original cost of the asset at the end of its estimated useful life because the salvage value will be deducted from cost of asset under declining-Balance.
Answer:
1 and 3 or A and C
Explanation:
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Answer:
$5.25
Explanation:
A preferred stock is sold at $54.20
The market return is 9.68%
Therefore the dividend amount can be calculated as follows
= 54.20 × 9.68/100
= 54.20 × 0.0968
= $5.25
Hence the dividend amount is $5.25
