Answer:
The price of a Dinner= $6.22
Explanation:
<em>Mark-up is the proportion of the product cost which is expected to be made as profit. In other words, it is profit expressed as a percentage of product cost.</em>
To account for the spoilage rate of 10%, $3.50 unit cost would be consider as 90% of the cost. Thus, 100% of the cost would be given as follows:
Dinner cost = 100/(100-10)× 3.50= 3.89
The price of a Dinner = product cost + 60% of product cost
The price of a Dinner = 3.89 + 60%*3.89= $6.22
The price of a Dinner= $6.22
Answer:
The answer is
A: Aggregate price level increases and aggregate output decreases
B. Both aggregate price level aggregate output increases
C. Aggregate price level increases and aggregate output decreases
Explanation:
A. This government action will increase the aggregate price level increases due to inflation. Aggregate output will decrease due to the increase in cost of product (high wage to labor)
B. Because of the increased spending Investment in solar program, both aggregate output and aggregate price level increase.
C. Due to the severe weather destroyed crops, aggregate price level increases and aggregate output decreases. This happened because there will be decrease in supply of crops.
How much taxes they take off
Answer:
Margin of safety - Units =3350
Margin of safety - Sales Revenue = $251250
Explanation:
Margin of Safety indicates how much sales may decrease before a loss can be made.
<u>Margin of safety - Units</u>
Margin of safety - Units = 5000-1650 =3350
<em>Margin of Safety as a % = 3350/5000 ×100 = 67%</em>
<u>Margin of safety - Sales Revenue</u>
Expected Sales = (5000 × $75) =$375000
Margin of Safety = $375000 × 67% = $251250
Answer: $14594
Explanation:
The budgeted selling expense for the manager for the month ended June 30 will be calculated thus:
The unit sales for June will be:
= [700 × (1 + 3%)]
= 700 × (1 + 0.03)
= 700 × 1.03
= 721 units
Commission will be:
= 2% × (721 × 700)
= $10,094
Therefore, the selling expenses to be reported will be:
= $10,094 + $4500
= $14594
