The question is incomplete as it is missing the figures. The complete question is,
Mercer, Inc. provides the following data for 2019:
Net Sales Revenue 598000
Cost of Goods Sold 350000
The gross profit as a percentage of net sales is ________. (Round your answer to two decimal places.)
Answer:
Gross profit as a percentage of net sales = 0.4147 or 41.47%
Explanation:
The gross profit is a profit earned by a business through its trading activity. It is calculated by deducting the cost of goods sold from the net sales revenue and it is the profit earned by a business before deducting any operating and non operating expenses of the business.
Gross profit = Net Sales - Cost of goods sold
Gross Profit = 598000 - 350000 = $248000
The gross profit as a percentage of net sales is,
Gross profit as a percentage of net sales = Gross profit / Net Sales
Gross profit as a percentage of net sales = 248000 / 598000
Gross profit as a percentage of net sales = 0.4147 or 41.47%
Answer:
C. 534 units
Explanation:
The formula to compute the break-even point is shown below:
= (Fixed cost) ÷ (Contribution margin per unit)
where,
Contribution margin per unit = Selling price per unit - Variable expense per unit
= $3 - $0.75
= $2.25
So, the break-even point would be
= $1,201 ÷ $2.25 per unit
= 534 units
Simply we divide the fixed cost by the contribution margin per unit so that the accurate units can come.
Answer:
Forecast for the quarter= Forecast for third quarter * Seasonal Index
Putting values in the equation:
Forecast for the quarter= 2000 units * 1.18= $2360
This forecasting method adjusts the previous period amounts to obtain an amount which reflects the seasonal changes. It is widely used in management accounting to estimate future sales while making budgets.
Answer:
Loan principal amount = $19,700
Bank M:
Interest rate charges = 7.1% compounded monthly
Loan will be paid off in = Five years
Bank N:
Interest rate charges = 7.8% compounded monthly
Loan will be paid off in = Four years
From the above information, we would recommend that Maria choose her loan from Bank M if she wants a lower monthly payments and Maria choose her loan from Bank N if she wants a lower lifetime cost.
