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Rus_ich [418]
3 years ago
12

Eaton Tool Company has fixed costs of $340,400, sells its units for $80, and has variable costs of $43 per unit. a. Compute the

break-even point. b. Ms. Eaton comes up with a new plan to cut fixed costs to $270,000. However, more labor will now be required, which will increase variable costs per unit to $46. The sales price will remain at $80. What is the new break-even point? (Round your answer to the nearest whole number.)
Business
1 answer:
blsea [12.9K]3 years ago
3 0

Answer and Explanation:

The computation is shown below:

But before reaching to the final answers, first determine the contribution margin per unit which is

a. Contribution margin per unit =Sales-Variable cost  

= $80 - $43

= $37 per unit

Now

Breakeven = Fixed expenses ÷ Contribution margin

= $340,400 ÷ $37

= 9,200 units

b.Contribution margin = Sales - Variable cost  

= $80 - $46

= $34 per unit

Now

New Breakeven = Fixed expenses ÷ Contribution margin

= $270,000 ÷ 34

= 7,941 units

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<u>Cost of Goods Sold Budget</u>

                                                  October             November      

Cost of Goods Sold                $1,568,000          $1,664,600    

<u>Inventory Budget</u>

                                                  October              November

Total                                         $752,920            $772,800

<u>Purchase Budget</u>

                                                 October                November

Budgeted Purchases           $2,259,320            $2,397,880

Explanation:

<u>Cost of Goods Sold Budget</u>

Gross Profit Margin = 30% therefore Markup is 70%

                                                  October             November       December  

Sales                                       $2,240,000         $2,378,000     $2,520,000

Cost of Goods Sold (70%)     $1,568,000          $1,664,600      $1,764, 000

<u>Inventory Budget</u>

                                                  October                       November

Base Amount                          $420,000                       $420,000

Based on Sales (20%)            $332,920                        $352,800

Total                                         $752,920                       $772,800

<u>Purchase Budget</u>

                                                               October                       November

Budgeted Sales                                    $2,240,000                $2,378,000

Add Budgeted Closing Inventory           $752,920                   $772,800

Total Purchases Needed                     $2,992,920                 $3,150,800

Less Budgeted Opening Inventory       ($733,600)                 ($752,920)

Budgeted Purchases                            $2,259,320                $2,397,880

September Closing Stock is October`s Opening Stock

Therefore September Closing Stock = $420,000 + $1,568,000 × 20%

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