<u>Solution and Explanation:</u>
The following formulas will be used in order to calculate the accounts receivable turnover ratio and in order to find out the number of days collect.
Accounts receivable turnover ratio = Net sales divided by Average net Accounts receivable
![=\$ 50,370 /[(\$ 7,250+\$ 5,720) / 2]](https://tex.z-dn.net/?f=%3D%5C%24%2050%2C370%20%2F%5B%28%5C%24%207%2C250%2B%5C%24%205%2C720%29%20%2F%202%5D)
= 7.77 times
<u>Days to collect</u> = 365 divided by Accounts receivable turnover ratio
= $365 divided by 7.77
= 47 days
<u>Note</u>: The number of days that has been assumed is 365 days
Answer:
2.21
Explanation:
Portfolio beta = Respective beta*Respective weight
<em>Beta of market=1;Beta of risk-free assets=0</em>
1.28 = (0.25*0) + (0.31*1) + (0.44*Beta of Stock B)
1.28 = 0 + 0.31 + 0.44*Beta of Stock B
1.28 - 0.31 = 0.44*Beta of Stock B
Beta of Stock B = 0.97/0.44
Beta of Stock B = 2.204545454545455
Beta of Stock B = 2.21
Answer:
4) Net working capital will not change.
Explanation:
The best answer to the question is the 4th option. The net working capital will not be changed if company would be usingcash to pay off their accounts payable. Also the difference that exists between current assets and current liabilities will also stay the same way as it was before. current ratio will go up to 5.5.
Thank you.
Answer:
$0.5
Explanation:
A plant's fixed total overhead cost is $500,000 for a year
400,000 widgets are required to be produced for this period
All processes require a 40,000 machine hours and the widgets use 16,000 hours out of the total hours
The first step is to calculate the fixed overhead application rate
= $500,000/40,000
= $12.5 machine-hour
The fixed overhead that is applied to the widgets can be calculated as follows
= $12.5 × 16,000
= $200,000
Therefore, the fixed overhead that is applied to each of the widgets produced can be calculated as follows
= 200,000/400,000
= $0.5
Hence the fixed overhead that is applicable to each widgets is $0.5
