Answer:
False.
Explanation:
(1) Units produced = 24 units of output
At the 24th unit of output,
Marginal revenue = $5
Marginal cost = $4
MR ≠ MC
At the 25th unit of output,
Marginal revenue = $4.50
Marginal cost = $4.50
MR = MC
At the 26th unit of output,
Marginal revenue = $4
Marginal cost = $5
MR ≠ MC
A firm maximizes its profit at a point where the marginal revenue is equal to the marginal cost i.e. MR = MC.
It is clear from the above scenario that this firm doesn't stop at 24 units of output because at this point of production profit maximizing condition is not fulfilled which means MR ≠ MC.
This firm should stopped at 25 units of output where marginal revenue is equal to the marginal cost from the 25th unit of output.
The equation for problem above is:
350.25+12/100*x=800.5
12/100*x=800.5-350.25
12/100*x=450.25
12x=45025
x=45025/12=3752.08
But the question is "at <span>least" $800.50 so the final answer is
</span>
<span>
</span>
Answer:
reconciliate balance $ 22,388,675
Explanation:
bank statement: 18,835
deposits in transit 100,740
22,376,200
outstanding check
10189 (56,710)
10192 (15,365)
10193 (22,650)
10194 (12,375)
Adjusted balance: 22,388,675
checkbook balance: 22,385,105
interest earned 4,020
ATM card fees (450)
Adjusted balance: 22,388,675
Notes: For each statement we adjust for the unknown information.
The bank is unaware of the outstanding check and the deposit in transit. So we adjust for these concepts.
The company has no knowledge of the ffes and interest earned until receiving the bank statement so we must adjust for that amount.
Answer:
Gross profit= $54,700
Explanation:
Giving the following information:
Purchases $37,000
Merchandise inventory, September 1 6,100
Merchandise inventory, September 30 6,800
Sales 91,000
<u>First, we need to calculate the cost of goods sold:</u>
COGS= beginning finished inventory + cost of goods purchased - ending finished inventory
COGS= 6,100 + 37,000 - 6,800
COGS= $36,300
<u>Now, the gross profit:</u>
Gross profit= sales - COGS
Gross profit= 91,000 - 36,300
Gross profit= $54,700
Answer:
a.$4,704
Explanation:
Depreciation rate applicable for 2nd year as per MACRS 5 year class property = 32%
So, Irene cost recovery deduction = $21,000 * 32% * 70% = $4,704
Hence, the cost recovery deduction for Irene in 2020 is $4,704.
