I think i read the question right. I think they would be out $198
Answer:
$245,000.00
Explanation:
The amount of sales revenue to be made to achieve target profit is computed as follows:
<em>Sales revenue to achieve target income</em>
<em>= Total fixed cost for the period + target profit/ contribution margin</em>
Contribution margin = (Sales - variable cost) / sales × 100
The figure has been given as 40% in the question
Sales revenue to achieve target profit = (83,000 + 15,000)/0.4
$245,000.00
Watson Company has monthly fixed costs of $83,000 and a 40% contribution margin ratio. If the company has set a target monthly income of $15,000, what dollar amount of sales must be made to produce the target income?
Sales revenue to achieve target profit = $245,000.00
Answer:
The answer is: $22
Explanation:
In order to calculate the cost of skipping practice, we have to calculate the total sum of the deficit incurred within the period, and this includes the money that would have been earned during that hour of practice if it had been attended (opportunity cost of time), and the admission fee into the carnival. This calculation is shown below:
Opportunity cost of time = $13
cost of admission into carnival = $9
Total cost of skipping practice = opportunity cost of time + cost of admission into carnival
= 13 + 9 = $22
Answer:
Net Cash Flows from operating activities is $68.5 million.
Explanation:
The indirect Method would be used here because all we will find the cash expenses and revenues that were converted into within the year and are reported in the income statement by calculating the increase and decrease in the current assets and current liabilities. Here we will also eliminate the non cash expense effects by adding them back.
The net cash flows from operating activities can be calculated using the following method:
Millions
1. Net Income 65
<u>Add Non Cash Deductions</u>
2. Depreciation 5.5
3. Loss on sale of Equipment 1.5
<u>Add / (Less) the increase or </u>
<u>decrease in current Assets or </u>
<u>liabilities</u>
4. Increase in Trade Receivables (2.5)
5. Increase in Trade Payables 3.5
6. Increase in inventory <u> (4.5) </u>
Net Cash Flows from operating activities $68.5
