Answer:
firm can change output levels without having any significant effect on price.
Explanation:
In the case when we say that the firm is a price taker that means the firm has the power to change the level of an output but this does not have any kind of impact on the price. They accepted the price for the prevailing market and each unit could be sold at the similar market price. It could impact the market price also they enjoy the pricing power
Therefore the above statement should be considered
Answer and Explanation:
The computation is shown below:
a. Current price is
= D1 ÷ (Required return - Growth rate)
= ($1.20 × 1.04 ÷ (0.1 - 0.04)
= $20.8
b. Now the price in three year is
P3 = Current price × (1 + Growth Rate)^3
= $20.8 × (1.04)^3
= $23.40
c. For price in 10 year it is
P10 = Current price × (1 + Growth Rate)^10
= $20.80 × (1.04)^10
= $30.79
We simply applied the above formula
Answer:
$67,150
Explanation:
The preparation of the Cash Flows from Operating Activities—Indirect Method is shown below:
Cash flow from Operating activities - Indirect method
Net income $12,750
Adjustment made:
Add : Depreciation expense $32,600
Add: Decrease in accounts receivable $21,500
Less: Increase in inventory -$18,300
Add: Increase in accounts payable $19,800
Less: Decrease in interest payable -$1,200
Total of Adjustments $54,400
Net Cash flow from Operating activities $67,150
The two-stage dividend growth model assesses a stock's present price based on the presumption that it will increase in value at a different rate eternally after growing at a fixed rate for a set period of time.
The payout increases steadily in the first phase for a predetermined period of time. In the second, it is presumable that the dividend will increase at a different pace for the rest of the company's existence.
A mathematical technique called the dividend growth model allows investors to determine a realistic fair value for a company's stock based on its current dividend payout and projected dividend growth in the future.
Learn more about two-stage dividend growth model here.
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Answer:
The average cost of operating the helpline per call at a volume of 25,300 calls in a month will be $18.10
Explanation:
The costs of operating the helpline are variable with respect to the number of calls in a month. At a volume of 25,000 calls in a month, the costs of operating the helpline total $452,500.
The average cost of operating the helpline per call = $452,500/25,000 = $18.10
At a volume of 25,300 calls in a month, The average cost of operating the helpline per call does not change but the total costs of operating the helpline increase because the costs of operating the helpline are variable.
Total costs of operating the helpline = $18.10 x 25,300 = $457,930
