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lutik1710 [3]
3 years ago
10

CC’s is analyzing a proposed project with anticipated sales of 3,620 units, give or take 5 percent at a sales price of $24, plus

or minus 2 percent.. The variable cost per unit is $14.60, plus or minus 4 percent, and the fixed costs are $12,900, plus or minus 1 percent. The depreciation expense is $8,100. If the company conducts a sensitivity analysis using a variable cost of $16, the total variable cost estimate will be:
Business
1 answer:
eimsori [14]3 years ago
5 0

Answer:

The total variable cost will be $ 16 * 3620= $ 57920

Explanation:

CC

Analyzing Proposed Project

<u>                                           Given                1                     2                3</u>

Variable Increase            ----                   10%                 9.125%      9.125%

<u>Fixed Decreased                                                                                6.97%   </u>            

Sales price per unit        $24           $24                    $24             $24

Variable price per unit    $ 14.6       $16.06               $ 16             $ 16

Fixed Costs                    $ 12900      12900               $ 12900      $ 12000

Sales Volume               3620            3620                   3620          3620

We have taken the sale prices constant and changed the variable costs and fixed costs.

CC

Sensitivity Analysis Report

                              Given              1                       2                   3

Sales                   86880             86880         86880        86880    

Variable Costs    52852            58137.2      57920          57920

Contribution Margin 34028      28742.8      28960          28960

<u>Fixed Costs              12900        12900         12900            12000   </u>

<u>Operating Profit       21128          15482.8      16060          16960</u>

Dollar Change in

<u>Variable Expenses                        5645.2       5068         5068     </u>

<u />

<u>The total variable cost will be $ 16 * 3620= $ 57920</u>

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