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Answer:
Net Sales
Gross Revenue $101,200
Less:
Sales Discount $288
Sales Returns <u> $1,000 </u> <u> $1,288</u>
Net Sales $99,912
Gross revenue = 83,200 + 18,000 = $101,200
Gross Profit
Net Sales $99,912
Less: Cost of Goods sold <u> ($52,747)</u>
Gross Profit $47,165
Cost of goods sold
= 44,797 - 600 + 8,550
= $52,747
Answer:
E) none of the above
12.70% and 2.49% standard deviation
Explanation:
We multiply probability by the outcome to get the weighted amount, we add them and get the expected return.
probability outcome weighted
0.25 0.10 0.0250
0.45 0.12 0.0540
0.30 0.16 0.0480
expected return 0.1270
Now that we got the expected return at 12.7%
We now subtract the possible outcome with the expected return and square them:
(0.127-0.1)^2
(0.127-0.12)^2
(0.127-0.16)^2
Then we add them and divide by the sample which is 3
0.000622
²√ 0.000622 = 0.024944383
<u><em>Final step,</em></u> will be the square root which gives the standard deviation
of 2.49% = 0.024947
Answer:
$305,000
Explanation:
Net income is the amount of money available to a company after the deduction of expenses from revenue. It is calculated as;
Net income = Revenues - Expenses
Given that;
Revenues = $630,000
Expenses = $325,000
Net income = $630,000 - $325,000
Net income = $305,000
Therefore the net income reported by Blue Spruce Corp. For the year is $305,000
Answer:
Fixed costs= 1,100,000
Explanation:
Giving the following information:
During its most recent fiscal year, Dover, Inc. had total sales of $3,200,000. Contribution margin amounted to $1,500,000 and pretax income was $400,000.
We need to reverse engineer the income statement to determine the total fixed costs. We know that the pretax income is the difference between the total contribution margin and the fixed costs.
Pretax= total contribution margin - fixed costs
400,000= 1,500,000 - FC
Fixed costs= 1,500,000 - 400,000
Fixed costs= 1,100,000
