Answer:
Demand for plastic sprinklers for year 1 Year 2 Year 3 and Year 4 is 98 (33 + 14 + 51) , 111 , 133, 136.
Explanation:
The Production line capacity requirement for the next four years will be equal to the demand for the next four years. The production line needs to meet the annual demand for the plastic sprinklers. The production line is extended and economies of scale is introduced with helps the company save additional cost of extension in the production line.
Answer:
E) None of the choices are correct.
<em>18.289,26</em>
<em>As we given an option with two decimals which are different from the calculated amount we should take it as incorrect. </em>
<em></em>
Explanation:
The municipal bonds are tax free. Therfore, not included.
We will calcuatae based on 2019 income tax brackets for single-taxers
between $82,501 to $157,500 the amount is $14,089.50 + 24% of the amount over 78,950
100,000 - 82,501 = 17,499
17,499 x 24% = 4,199.76
14,089.50 + 4,199.76 =<em> 18.289,26</em>
The first test case should fail. When all the test results are completed, you will save the test case results
Answer:
A. $45,950
B. $0.84 per liter.
Explanation:
A. February conversion costs in the Filtration Department:
= Direct labor costs(Wages of workers operating filtration equipment) + Manufacturing overhead allocated to filtration
= $25,950 + $20,000
= $45,950
B. Filtration Department completely processed 150,000 liters in February.
Total cost incurred:
= Direct labor costs + Manufacturing overhead allocated to filtration + Water
= $25,950 + $20,000 + $80,000
= $125,950
Filtration cost per liter:
= Total cost incurred ÷ Total units processed
= $125,950 ÷ 150,000
= $0.84 per liter.
Answer:
0.88 year and 1 year
Explanation:
The computation of the payback period for Payback period for Project A and Project B is shown below:
Payback period = Initial investment ÷ Net cash flow
For Project A
Initial investment = $22,000
Year 1 = $25,000
Since the initial investment is less than the annual cash flows so the payback period is
= 0 years + ($22,000 ÷ $25,000)
= 0.88 years
For Project B
Initial investment = $22,000
Year 1 = $22,000
So, the payback period is
= $22,000 ÷ $22,000
= 1 year
