Answer:
$28.57
Explanation:
Dividend growth model can only be used in a situation where the firm pays a dividend which can tend to grow at constant rates reason been that the stock has been influenced by the growth rates which is involved in the dividends which means the firm can increase the dividends.
Therefore the Dividend that is to be paid next year will be:
$2Growth rates
5 %Rates of return
12% Return on Investment
Formular for the calculation of current price of the stock = D1/(r-g)
Where:
D1=2%
r=12%
g=6%
Hence:
2/ (0.12-0.05)= $ 33.33
=2/0.07
=$28.57
Therefore the amount I should be prepared to pay for the stock today will be $28.57
Answer:
The correct option is A,A. 7,000 = NA + 2,000 - (5,000) NA - NA = NA 7.000 FA
Explanation:
By issuing the treasury stock ,asset,cash to be precise increases by $7000($35*200) which implies a debit to the asset ,hence the $7000 seen on the left hand-side of the equation.
This transaction has no liability impact,as a result liabilities is denoted NA,not applicable.
The par value of the treasury is to be credited to treasury stock with $5,000($25*200).
Lastly the difference between the par value and the issue is credited to paid-in capital from treasury stock i.e($35-$25)*200))=$2000,this is depicted by $2000 in the equation
Answer: a. always declines with increased levels of output.
Explanation: the average fixed cost curve graphically illustrates or shows the relation between average fixed cost a firm incurs in the short-run production of a good or service, and the quantity produced. The average fixed cost curve always declines with increases in the level of output resulting in a negatively sloped curve. This is to say that the average fixed cost is relatively high at smaller quantities of output, which then declines as the level of production increases--the more output increases, the more average fixed cost declines. Why this occurs is that a given fixed cost is spread over an increasingly larger quantity of output and as such, firms can profitably charge a lower price with increased output.
Answer:
Demand is the same as quantity demanded.
Explanation:
