Using straight-line depreciation.
Changing to FIFO
Using the weighted average method for capitalizing interest during times of reduced interest rates, rather than the specific method.
Changing to the successful efforts method of accounting for natural resource exploration costs.
Changing to the successful efforts method of accounting for natural resource exploration costs.
<u>Explanation:</u>
The particular technique initially underwrites the enthusiasm on explicit obligation. With financing costs on the decay, enthusiasm on lower rate obligation is promoted and more is expensed, comparative with the weighted normal technique, which underwrites at the normal rate over all obligation.
The weighted normal strategy would underwrite more enthusiasm on more established (higher loan cost) obligation, in this way diminishing the present measure of premium cost and expanding income. Expanding profit lessens the danger of rebelliousness for this firm.
Answer:
75 shares
Explanation:
In this specific scenario, it seems that Kevin is treated to 75 shares prior to the redemption. This is calculated by adding the 50 shares that Kevin holds directly prior to the redemption itself as well as the 25 extra shares that are held by AMI. These 25 shares are 50% of the total 50 shares that AMI holds since Kevin is a 50% partner.
Answer:
B). $12
Explanation:
As per the given data, the AFC(Average Fixed Cost) for employing 25 factors of labor and 16 factors of capital would be $12.
We are given the production function,
Q = 
where,
K = allotted input in short-term
Rental rate of each unit/factor(r) = $15
Wage per factor(w) = $5
As we know, the two inputs are labor, as well as, capital;
To find AFC, we need TC;
so,
TC = (Fixed cost + Variable cost)
TC = (240(15 * 16) + 125(25 * 5) = 365
Thus,
AFC = $ 12
Answer:
(a) 2
(b) 2.25
(c) 12.5%
Explanation:
To solve this question we need to remember that
(a) 10 persons produce 160 valves in 8 hours, this implies a productivity of 2=160/(8x10)
(b) 2.25= 180/(8x10)
(c) Percentage change is given by (2.25-2)/2=.125
Answer:
The annual dividend expected to be paid by the stock nine years from today (D9) is $11.27 per share.
Explanation:
Note: See the attached excel file for the calculations of annual dividends expected to be paid the stock for Years 1 to 9.
In the attached excel file, the following formula is used:
Current year dividend = Previous year dividend * (100% + Growth rate)
From the attached excel file, the annual dividend expected to be paid by the stock nine years from today (D9) is $11.27 per share (Note: see the bold red color under the Year's 9 Current Year Dividend).
