The Company's preliminary Net Income can be determined as $575.
Preliminary net income = Total Revenue - Total Expenses
= $575 ($4,230 - $3,655)
Revenue:
d. Sales Revenue $680
f. Service Revenue $2,870
i. Service Revenue $680
Total Revenue $4,230
Expenses:
a. Wages Expense $1,700
e. Utilities Expense $1,360
h. Travel Expense $115
k. Advertising Expense $480
Total Expenses $3,655
Thus, the company generated a preliminary net income of $575 for the period.
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Answer:
d.$72 per machine hour
Explanation:
Predetermined overhead rate = Budgeted Overheads ÷ Budgeted Activity
therefore,
Predetermined overhead rate = $11,742,000 ÷ 164,000
= $71.598 or $72
The predetermined overhead rate based on machine hours is $72 per machine hour.
Answer:
Explanation:
When Leverett's exports became less popular, its savings, Y-C-G does not change. Reason being that, it is assumed that Y depends on the amount of capital and labour, consumption depends only on disposable income and government spending is a fixed extrinsic variable.
Since investment depends on interest rate, and Leverett is a small open economy that takes the interest rate as given, thus investment also does not change . Neither does net export change (This is shown by the S-I curve in the attachment).
The decreased popularity of Leverett's exports leads to an inward shift of the net export curve inward. At the new equilibrium,net exports remains unchanged, though the currency has depreciated.
Leverett's trade balance remained the same, despite the fact that its exports are less popular, this is due to the fact that the depreciated currency provides a stimulus to net exports which overcomes the unpopularity of its exports by making them cheaper.
b. Leverett's currency now buys less foreign currency, thus traveling abroad becomes more expensive. This is an instance showing that imports (including foreign travel) have become more expensive- as required to keep net exports unchanged in the case of decreased demand for exports.
B. What is the total cost at the break even point.
Answer:
Options B and C are correct.
- Marginal profit is negative.
- Profit is positive.
Explanation:
At q = 150
R = 80q = 80(150) = 12,000
C = 0.002(150)3 + 22(150) + 750 = 6750 + 3300 + 750 = 10,800
R > C so first is incorrect.
MR = 80
MC = 0.006(150 x 150) + 22 = 135 + 22 = 157
MC > MR so B is correct.
Profit = TR - TC = 80(150) - 0.002(150)3 - 22(150) - 750 = 12000 - 10800 = 1200
Profit is positive.
Marginal profit = MR - MC = 80 - 157 = - 77
MR is Negative