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wlad13 [49]
3 years ago
5

Lauren\'s salary decreases from $37,000 to $30,000. she decides to reduce the number of outfits she purchases each year from 20

to 19. calculate her income elasticity of demand for new outfits.
Business
2 answers:
Tom [10]3 years ago
8 0

Answer:

Her income elasticity of demand for new outfits is 0.266.

Explanation:

The elasticity of demand is the percentage of change in the demand divided by the percentage change in income.

Percentage change in demand

The demand changes from 20 to 19. 19/20 = 0.95, so 19 is 95% of 20. There is a 1-0.95 = 0.05 = 5% change in demand.

Percentage change in income

Lauren's income decreases from 37000 to 30000. 30/37 = 0.811. There is a 1-0.811 = 0.189 = 18.9% change in demand.

So her income elasticity of demand for new outfits is:

IE = \frac{0.05}{0.189} = 0.2646

Her income elasticity of demand for new outfits is 0.266.

ella [17]3 years ago
4 0

Income elasticity of demand= 1/7000*100%=0.01

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1. Overhead Cost per unit for each product line:

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Overhead cost per unit    $434.97                         $457.59

2. Total cost per unit for each product line:

                                      Model 145                        Model 212

Total cost per unit           $634.97                          $569.59

3. The profit or loss per unit for each model:

                                      Model 145                        Model 212

Market price                      515.95                             303.34

Loss per unit                   $119.02                          $266.25

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a) Data and Calculations:

Process Activity     Overheads   Driver Quantity     Components  O/H rates

Changeover          $ 627,450     Number of batches        890          $705

Machining                 379,155      Machine hours            8,050            $47.10

Setups                      108,000      Number of setups            60       $1,800

Total                     $ 1,114,605

Finishing

Welding                 $ 220,580     Welding hours             4,100       $538

Inspecting                 254,200     Number of inspections 820       $310

Rework                        47,200     Rework orders               160       $295

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Support Purchasing $ 158,600   Purchase orders           488      $325

Providing space            30,900   Number of units        8,400      $3.68

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                                 Model 145      Model 212

Units produced            2,800             5,600

Welding hours                800              3,300

Batches                           445                 445

Number of inspections   510                 310

Machine hours            2,750             5,300

Setups                               30                  30

Rework orders                 90                   70

Purchase orders            325                 163

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Batches                            313,725 (445*$705)          313,725 (445*$705)

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Setups                               54,000 (30*$1,800)          54,000 (30*$1,800)

Rework orders                 26,550 (90*$295)            20,650 (70*$295)

Purchase orders             105,625 (325*$325)          52,975 (163*$325)

Total overhead costs $1,217,925                       $2,562,480

Units produced            2,800                                  5,600

Overhead cost per unit    $434.97                         $457.59

Direct labor and materials 200.00                             112.00

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Loss per unit                    $119.02                          $266.25

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