Answer:
Options B and C are correct.
- Marginal profit is negative.
- Profit is positive.
Explanation:
At q = 150
R = 80q = 80(150) = 12,000
C = 0.002(150)3 + 22(150) + 750 = 6750 + 3300 + 750 = 10,800
R > C so first is incorrect.
MR = 80
MC = 0.006(150 x 150) + 22 = 135 + 22 = 157
MC > MR so B is correct.
Profit = TR - TC = 80(150) - 0.002(150)3 - 22(150) - 750 = 12000 - 10800 = 1200
Profit is positive.
Marginal profit = MR - MC = 80 - 157 = - 77
MR is Negative
Answer:
$600,000
Explanation:
The computation of the amount to be recorded for the building is shown below:
But first we have to determine the total acquisition cost of land which is as follows
= Cash + mortgage
= $750,000 + $250,000
= $1,000,000
Now it is mentioned that 60% is allocated to the building
So, it would be
= $1,000,000 × 60%
= $600,000
Answer: The final payment would be: $42919,74.
Explanation: To simplify the work we must make a timeline:
0 1 2 3 4 5 6
$6000 $6000 $6000 $6000 $6000 $6000
These would be the normal conditions of the loan.
but if instead of making the 6 payments only one is made at the end:
We must use the FV annuity formula:
6000 ×
= <u>42919,74</u>
Answer:
a. knowledge and skills that workers acquire through education, training, and experience.
Explanation:
Human Capital is associated with all that improves the qualification of the workers. And is important because allows the increase of productivity and thus profitability of an organization or economy.
Answer:
D3 = $7.146096 rounded off to $7.15
Explanation:
The dividend growth projected for the stock expects the stock to grow at a constant rate of 6% each year over an indefinite period of time. This means that the $6 dividend paid by the stock in the current year will grow by 6% every year over its life. Thus, the expected dividend to be paid in 3 years will be calculated as follows,
Lets say that the dividend just paid is D0. Thus, the dividend to be paid in 3 years will be D3. So, D3 will be calculated as follows,
D3 = D0 * (1+g)^3
D3 = 6 * (1+0.06)^3
D3 = $7.146096 rounded off to $7.15