Answer:
$24,000
Explanation:
For computing the implied goodwill, first, we have to calculate the total partners capital and total firm capital
Total partners capital = $80,000 + $40,000 + $36,000
= $156,000
Now the total firm capital would be
= $36,000 ÷ 20%
= $180,000
Now the implied goodwill would be
= $180,000 - $156,000
= $24,000
First, we need to find the gross margin.
Gross margin = net sales - cost of goods sold
Gross margin = $1,750,000 = $390,000
Gross margin = $1,360,000
Then, we need to find the net profit before tax.
Net profit before tax = gross margin - expenses
Net profit before tax = $1,360,000 = $960,000
Net profit before tax = $400,000
Net income after taxes = (total revenue - total expenses)/total revenue
Net income after taxes = (1,750,000 - 960,000)/(1,750,000)
Net income after taxes % = 45%
Answer:
Explanation:
Here we have sampling with replacement. There are 4 x 4 = 16 out comes each with equal probability 1/16 .
The sample space being {1,2,3,4} {1,2,3,4} .
The random variable X representing the sum of the numbers on the balls has values from 2 to 8.
The other detailed steps and appropriate analysis is shown in the attached file.
Answer:
$28.62
Explanation:
Calculation to determine what amount of revenue will be allocated to Math Fun in the package that contains all three products
First step is to calculate the Total revenue of three product if sold individually
Total revenue= $21 + $37 + $48
Total revenue= $106
Now let calculate the allocation of revenue to Math fun based on revenue proportion
Using this formula
Revenue allocation= Packaged revenue / Total individually revenue * Revenue of Math fun
Let plug in the formula
Revenue allocation= $82/106*37
Revenue allocation= $28.62
Therefore the amount of revenue that will be allocated to Math Fun in the package that contains all three products is $28.62
Answer: $18
Explanation:
From the question, we are informed that On November 1, 2019, a firm accepted a 5-month, 10 percent note for $1,080 from a customer with an overdue balance.
The accrued interest recorded for this note for the year ended December 31, 2019 goes thus:
The value of notes receivable is $1080, then the interest for 5 months will be:
= ($1080 × 10% ×5)/100 × 12
= $54000/1200
= $45
We are further told that the interest accrued from November 1, 2019 to December 31, 2019. This means that it was for 2 months. The accrued interest will now be:
= $45 × 2/5
= $90/5
= $18
