Answer:
a. The number of whole units to be accounted for and to be assigned costs for the period is 17,000 units
b. The number of equivalent units of production for the period is 16,160 units
Explanation:
a. The computation of the whole units assigned for the period is shown below:
= Units completed and transferred + ending units of work in progress
= 15,800 units + 1,200 units
= 17,000 units
b. The computation of the equivalent units are shown below:
= (Units completed and transferred × percentage of completion) + (ending units of work in progress × percentage of completion)
= 15,800 units × 100% + 1,200 units × 30%
= 15,800 units + 360 units
= 16,160 units
Answer:
The Net Cash Flow is $9,300,000.
Explanation:
A statement of cash flows with amounts in thousands can be created to determine the Net Cash Flow as follows:
Ruston Company
Statement of Cash Flows
For the Year 2020
<u>Details $'000 </u>
Net Income 9,100
Adjustments from Operating Activities <u> 1,100 </u>
Net Cash Flow from Operating Activities 10,200
Net Cash Flow from Investing Activities (4,300)
Net Cash Flow from Financing Activities of <u> 3,400 </u>
Net Cash Flow <u> 9,300 </u>
Since the amount is in thousands, that implies that the Net Cash Flow is $9,300,000.
I think it might be C, I'm not sure but I think it is.
Hope this helped. Have a great day! :D
Answer:
The correct answer is the third statement which says to maximize profits, the firm should produce less than 500 units.
Explanation:
The quantity of output produced is 500 units.
The marginal cost of producing 500 units is $1.50.
The minimum average variable cost is $1.
The price of the product is $1.25.
The firm will be at equilibrium when the price is equal to marginal cost. To maximize profits firm should decrease output to the extent that marginal cost comes to $1.25. At that point, the firm will earn profits as average variable cost is lower than the price.
Answer and Explanation:
The computation of the effect on real GDP is shown below:
change in GDP is
= Multiplier × change in investment
= 1 ÷ (1 - MPC) × change in investment
= 1 ÷ (1 - 0.65) × $150 billion
= 2 × $150 billion
= $300 billion
And, the marginal propensity to consume is
= Change in spending of consumer ÷ income change
= (2,100 - 1,200) ÷ (4,000 - 3,000)
= 900 ÷ 1,000
= 0.9
