Answer:
1. 4,200 units
2.7,200 units
Explanation:
<u>Prepare the Production Budget for January and February</u>
January February
Budgeted Sales 5,000 4,000
<em>Add </em>Budgeted Closing Stock 3,200 6,400
Total Production Needed 8,200 10,400
<em>Less</em> Budgeted Opening Stock (4,000) (3,200)
Budgeted Production 4,200 7,200
Budgeted Opening Stock for January comes from 80% of closing inventory from December !
Answer:
The correct answer is strategic objective.
Explanation:
The strategic objectives are the goals that a company proposes in a term greater than one year to achieve a certain objective according to its business vision. It also includes strategies to reach that goal. Here are some examples of strategic objectives.
The strategic objectives will be based on the vision or idea that is born with the company, determining its mission and values, in addition to conditioning the actions that will be carried out in order to achieve them.
Answer:
The beta coefficient for Stock L that is consistent with equilibrium
Explanation:
According to Capital Asset Pricing Model, the formula to compute expected rate of return is equals to
Expected rate of return = Risk free rate of return + Beta × (Market risk - risk free rate of return)
where,
rRF = risk free rate of return
rM = market risk
Stock L that is consistent with equilibrium is expected rate of return which equals to = 9.25%
So,
9.25% = 3.6% + Beta × (8.5% - 3.6%)
9.25% = 3.6% + 4.9% Beta
9.25% - 3.6% = 4.9% Beta
5.65% = 4.9% Beta
Beta = 5.65% ÷ 4.9% = 1.15
Hence, the beta coefficient for Stock L that is consistent with equilibrium is 1.15
The answer to the problem below is:
Carter Corporation sells two products, one is Arks and the other one is Bins. Last year, Carter Corporation was able to sell 14,000 units of Arks and 56,000 units of Bins. The related data are the following listed below:
1. unit contribution, selling, unit variable and product
2. price cost margin
Answer:
Instructions are below.
Explanation:
Giving the following information:
Each unit of output requires 0.07 direct labor-hours. The direct labor rate is $8.70 per direct labor-hour. The production budget calls for producing 6,000 units in February and 6,500 units in March.
We need to determine the total direct labor hours needed for each month.
February:
Total direct labor hours= 6,000*0.07= 420 hours
Total direct labor costs= 420*8.7= $3,654
March:
Total direct labor hours= 6,500*0.07= 455 hours
Total direct labor costs= 455*8.7= $3,958.5
