Answer:
Cutting department = $52.50
Finishing department = $90.00
Explanation:
The computation of factory overhead rates under the multiple production department rate method is shown below:-
For cutting department
= Overhead cost ÷ Direct labor hour
= $315,000 ÷ 6,000
= $52.50
For Finishing department
= Overhead cost ÷ Direct labor hour
= $540,000 ÷ 6,000
= $90.00
Hence, the above are the answers and the same is to be considered
Jerome could be taking inventory. This process ensures that the business has the raw goods it needs to operate.
Answer:
1. What is the net working capital for the above company?
Net Working Capital will be 45
2. If the company pays back all of its accounts payable today using cash, what will its net working capital be (in million of USDs)?
Net Working Capital will be 45
3. If the company buys new property, plant and equipment today using its entire cash balance, what will its net working capital be (in million of USDs)?
Net Working Capital will be -1
Explanation:
1.
Net Working Capital = Total Current Asset - Total Current Liabilities
Net Working Capital = 89 - 44 = 45
2.
Current Asset after payment = 89 - 39 = 50
Current Liabilities after payment = 44 - 39 = 5
Net Working Capital = Total Current Asset - Total Current Liabilities
Net Working Capital = 50 - 5 = 45
3.
Current Asset after Purchase = 89 - 46 = 43
Current Liabilities after Purchase = 44 - 0 = 44
Net Working Capital = 43 - 44 = -1
Bad because than it gives no competition off other businesses which essentially is not good because than the monopoly will dominate and become way too powerful and totally crush the economy.
Answer:
The worth of the offer today is $64,859.98
Explanation:
The worth of the job offer today is the sum of the present values of the projected annual salaries plus the immediate bonus payment,
The immediate bonus payment is already stated in today's terms,hence does need to be discounted.
The present value of the $22,000 receivable in one year's time is the $22,000 multiplied by the discounted factor,which is 1/(1+9.75%)^1 i.e 0.9112
total present values=$5,000+$22,000/(1+9.75%)^1+$27,000/(1+9.75%)^2+$23000/(1+9.75%)^3= $64,859.98