Answer:
Allocated MOH= $234,000
Explanation:
Giving the following information:
Predetermined overhead rate= $9 per direct labor hour.
Actual direct labor hours= 26,000
<u>To allocate manufacturing overhead, we need to use the following formula:</u>
<u></u>
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 9*26,000
Allocated MOH= $234,000
Answer:
D. Actually, average revenue is always equal to price, whether demand is downward sloping or no
Explanation:
This is because Average revenue is the amount of revenue that is obtained by selling an addition unit of output. This additional revenue is always = Price as proven by the equation below,
Total Revenue = Price * Quantity
Thus, AR = Total Revenue / Quantity
Input elements of the Total revenue we get,
AR = Price * Quantity / Quantity
AR = Price
Hope that helps.
Answer:
the answer is True.
Explanation:
There are 2 traits in an effective market segment.
- It is internally homogeneous (potential customers in the same segment prefer the same product qualities ).
- It is externally heterogeneous. In other words, potential customers from different segments have different quality preferences. It responds consistently to a given market stimulus.
When in the statement of cashflows, the cash inflows and the outflows are added, the result is the <u>change </u><u>in the </u><u>cash balance. </u>
The statement of cashflows shows the movement of cash in a company and how much cash the company is left with at the end of the period.
The statement includes:
- Cash outflows which are deductions
- Cash inflows which bring in money
Cash outflows are denoted in negatives and when added to cash inflows, show the change in the cash that the company has / its balance.
In conclusion, adding the cash inflows and outflows shows the change in cash.
<em>Find out more at brainly.com/question/15214250. </em>
Answer:
Cost of equity = 14.43%
Explanation:
Weigheted Average cost of capital is computed using the formula below:
WACC = (Wd×Kd) + (We×Ke)
Kd= aftre tax cost of debt= 12%× (1-0.4)= 7.2%
Wd =Proportion of debt= 40%
We = proportion of equity = 60%
Ke= cost of equity.
let the cost of equity be "y"
WACC = 11.54
11.54 = (40%× 7.2%) + (60% × y)
0.1154 = 0.0288 + 0.6y
0.1154 - 0.0288 = 0.6y
y =(0.1154 - 0.0288)/0.6
y = 0.1443 × 100
y =14.43%
Cost of equity = 14.43%
