B)
A) C) D) don't fit the text,
Hope this somewhat helped! xD
This is an example of a strength based selection system. It offers a different perspective on the labor pool.
Answer:
E) 1, 2, and 3
Explanation:
A partnership is a very flexible business which is very easy to set up but has some disadvantages also and they include:
- partners have unlimited liability.- if losses are expected to continue, then the partners will probably decide to liquidate the partnership.
- risks of disagreements between the partners.- if the partners are incompatible and cannot agree upon the decisions that need to be made, the partnership will probably be liquidated
- if the partners decide to leave because they retire then the partnership will probably have to be liquidated unless a new partner replaces the one that leaves or the other partners buy his/her share of the partnership.
Answer:
The correct answer is C.
Explanation:
Giving the following information:
Fixed manufacturing overhead cost of $497,000, variable manufacturing overhead of $2.40 per direct labor-hour, and 70,000 direct labor-hours.
T 498:
Total direct labor-hours 80
First, we need to calculate the estimated manufacturing overhead rate for the period:
Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Estimated manufacturing overhead rate= (497,000/70,000) + 2.4= $9.5 per direct labor hour.
Now we can allocate the overhead to Job 498:
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 9.5*80= $760
Answer:
- <em>The slope of the demand curve at point A is </em><u><em> </em></u><u>- $0.40/unit</u>
- <em>The slope of the demand curve at point B is </em><u>- $0.14/unit</u>
Explanation:
See the file attached with the figure corresponding to this question.
<em>The slope of a curve</em> at a given point is the slope of the line tangent to the curve at that point.
<em><u>Point A:</u></em>
The tangent line to the <em>demand curve at point A is</em> drawn and passes through the points (20, 34) and (45, 24).Then, the slope is:
- slope = rise / run = ΔP / Δq = $ (34 - 24) / (20 - 45) units
- slope = - $10 /25units = - $2/5units = - $0.40/unit.
The minus sign indicates the that price decreases when the quantity increases
<u><em>Point B:</em></u>
<em>The tangent line to the demand curve at point B</em> passes through the points (90, 12) and (140, 5).Then, the slope is:
- slope = rise / run = ΔP / Δq = $ (12 - 5) / (90 - 140) units
- slope = - $7 /50units = - $7/50units = - $0.14/unit.
Again, the negative sign indicates that when the number of units increase the price decreases.