Answer:
Instructions are below.
Explanation:
Giving the following information:
Job 765:
Direct material= $5,670
Direct labor= $3,500
Machine Hours= 27
Job 766:
Direct material= $8,900
Direct labor= $4,775
Machine Hours= 44
Job 765 produced 152 units, and Job 766 consisted of 250 units.
Assuming that the predetermined overhead rate is applied by using machine hours at a rate of $200 per hour.
Costs sheet:
<u>Job 765:</u>
Direct material= 5,670
Direct labor= 3,500
Allocated overhead= 200*27= 5,400
Total cost= 14,570
Unitary cost= 14,570/152= $95.85
<u>Job 766:</u>
Direct material= 8,900
Direct labor= 4,775
Allocated overhead= 200*44= 8,800
Total cost= 22,475
Unitary cost= 22,475/250= $89.9
Answer: B. Maintaining a steady dividend is a key goal of most dividend-paying companies.
Explanation:
Companies that pay dividends prefer in general, to maintain a steady dividend overtime. This does not necessarily mean that they will pay the same amount of dividend but rather that they will pay out dividends as within a certain percentage range of the net income.
Companies do not prefer to cut dividends so as not to send the wrong message so A is wrong. Share repurchases reduces agency costs so C is wrong. Short term fluctuations in cash flow are not the key favor in determining dividend policy as the company might still pay out the same regardless so this is wrong as well. Option B is the best answer.
Answer:
the costs to be assigned to the units transferred out and the units in ending work in process is $562,800 and $49,760 respectively
Explanation:
The computation is shown below:
Cost assign to units transferred out is
= 40,200 units × $4 + 40,200 units × $10
= $160,800 + $402,000
= $562,800
And, the Cost assign to work in progress is
= 6,220 units × $4 + (6,220 units × 0.40) × $10
= $24,880 + $24,880
= $49,760
Hence, the costs to be assigned to the units transferred out and the units in ending work in process is $562,800 and $49,760 respectively
Answer:
Contribution margin ratio = Contribution margin / Sales
Product C90B CMR = ($23,490 - $7,047) / $23,490 = $16,443 / $23,490 = 0.7 = 70%
Product Y45E CMR = ($34,800 - $13,920) / $34,800 = $20,880 / $34,800 = 0.6 = 60%
The rule, <em>the Higher the contribution margin ratio, the lower the Break-Even point. </em>So, if sales mix shifts to product C90B, overall Break-even point <u>Decreases</u>.
Answer:
The answer is: A) degree to which the data is an accurate portrait of the target population.
Explanation:
To explain data generalizability I like to use election polls as an example. There are over 200 million voters in the US, and polls only cover a few thousands of voters, it is impossible to survey the whole population. Data generalizability refers to how well does the election polls reflect the real outcome of an election. Can the data sample used in the polls serve as a true parameter to know the real outcome of the election? Some polls are accurate and others aren't, accurate polls have high data generalizability.
