Answer:
Profit for holiday month is $4,000
Explanation:
Given:
Average sales in a typical month = $1,600
Fixed cost is $800 per month
Sales in festive month is 300% above average typical month sale. So, sales in festive month is $4,800 (1,600 × 300%). Fixed cost remains same irrespective of number of units sold.
Profit = Sales - Fixed cost
= 4,800 - 800
= $4,000
If profit in a typical month is $800 (1,600 - 800), retail store earns profit of $4,000 in a festive month.
Answer:
No
Explanation:
This was a mistake on the retailers part for not training the clerk. The clerk would be at fault and may have to pay or have a paycheck reduction due to his mistake.
Answer:
The correct answer is the second option: The price level is constant in the long run.
Explanation:
To begin with, the concept of the <em>"aggregate supply"</em> refers to the total amount of goods and services that firms are willing and are able to offer at a certain price level given and at a determine period of time. Moreover, at the long-run the aggregate supply curve is not affected by many variables as it is in the short run and this is due to the fact in the long run the economy is said to be at full capacity and optimally and also because the changes in the aggregate demand are only affective in the short run to the economy's total output.
Answer:
c.$21,670
Explanation:
The computation of the break-even point in sales dollars is shown below:
Break even point = (Fixed expenses) ÷ (Profit volume Ratio)
where,
Contribution margin per unit = Selling price per unit - Variable expense per unit
= $10 -$1.50 -$1.20 - $0.90 - $0.40
= $6
And, Profit volume ratio = (Contribution margin per unit) ÷ (selling price per unit) × 100
So, the Profit volume ratio = (6) ÷ (10) × 100 = 60%
And, the fixed expenses is $13,000
Now put these values to the above formula
So, the value would equal to
= ($13,000) ÷ (60%)
= $21,670