Total contribution margin = $3,000, standard models sold at break even=800, deluxe models sold at break even=400, superior models sold at break even=100
<u>Explanation:</u>
1.Using sales mix stated in the fact from Figure to form a package what is the total contribution margin?
total contribution margin =($150 multiply 8) plus ($200 multiply 4) plus ($1,000 multiply 1) = $3,000
2.Refer to Figure, What is the number of standard models sold at break even.
break even units =Fixed cost divide contribution margin per package
= $300,000 divide $3000 =100 package standard models sold at break even=100 package multiply 8 = 800
2.Refer to Figure, What is the number of deluxe models sold at break even.
break even units
=Fixed cost divide contribution margin per package = $300,000 divide $3000
=100 package deluxe models sold at break even = 100 package multiply 4
A. Fit
B. Unique Activities
C. Positioning
D. Trade-off
E. Operational effectiveness
It was an example of Positioning.
Answer: Option C.
<u>Explanation:</u>
A positioning strategy is the point at which an organization picks a couple of significant key territories to focus on and exceeds expectations in those regions.
A compelling positioning procedure thinks about the qualities and shortcomings of the association, the requirements of the clients and showcase and the situation of contenders. This helps to increase the effectiveness of the company.
Answer:
Break-even level of output = 56
Explanation:
Given:
Annual Revenue = $1,300
Total Fixed cost = $28,000
Variable cost = $800
Computation of contribution:
Contribution = Sales - Variable cost
Contribution = Revenue - Variable cost
Contribution = $1,300 - $800
Contribution = $500
Computation of Break-even level of output:
Break-even level of output = Total Fixed cost / Contribution
Break-even level of output = $28,000 / $500
Break-even level of output = 56
Answer:
I used an excel spreadsheet to calculate this:
the least squares regression line:
y = a + bx
y = $2,937 + 3.96x
where y = total cash wash costs and x = rental returns
fixed costs = $2,937 per month
variable cost = $3.96 per car washed