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Answer:
a. XYZ's average selling price per handlebar last year was $30
b.
XYZ's total variable costs last year were $36,000
c. XYZ's average unit variable costs last year were $6
d. XYZ's average unit contribution margins ($) last year were $24
Explanation:
a.
XYZ's average selling price per handlebar last year = Total Sales/number of handlebars sold = $180,000/6,000 = $30
b.
XYZ's total variable costs last year = total costs - fixed costs = $100,000 - $64,000 = $36,000
c. XYZ's average unit variable costs last year = Total variable costs/number of handlebars = $36,000/6,000 = $6
d. XYZ's average unit contribution margins ($) last year = Selling price per handlebar - average unit variable costs = $30 - $6 = $24
The price which the consumers pays for a service or product is called the selling price while the variable cost is the amount that varies according to the companies sale and produce.
The prices are a) $30, b) $36000, c) $6 and d) $24.
The values can be estimated as:
Given,
- Number of handlebars sold = 6000
- Annual sales = $180,000
- Profit Goal = $72,000
- Total cost = $100,000
- Fixed cost = $64,000
- Selling Price = $36
a. XYZ's average selling price (SP) per handlebar last year:
[tex]\rm Selling\; Price = \dfrac {Total \;Sales}{Number\; of\; handlebars\; sold}[/tex]
[tex]\rm Selling\; Price = \dfrac {\$ \;180,000}{6000}\\\\= \$30[/tex]
b. XYZ's total variable costs (VC) last year:
[tex]\rm Variable\; cost = Total\; costs - Fixed \;costs[/tex]
[tex]\rm VC = \$100,000 - \$64,000 \\\\= \$36,000[/tex]
c. XYZ's average unit variable costs (VC) last year:
[tex]\rm VC = \dfrac {Total \;variable \;costs}{Number\; of \;handlebars}[/tex]
[tex]\rm VC = \dfrac{\$36,000}{6,000} \\\\= \$6[/tex]
d. XYZ's average unit contribution margins ($) last year:
[tex]\rm Contributional\; margin = Selling\; price\; per\; handlebar - Average\; unit \;variable \;costs[/tex]
[tex]\rm Margin = \$30 - \$6 \\\\= \$24[/tex]
Thus, a) $30, b) $36000, c) $6 and d) $24 are the prices.
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