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Pie
3 years ago
13

Optimal Choice of Milk and Honey. The price of milk is $2 per gallon, and the price of honey is $4 per jar. Hal's income is $16.

Assuming that Hal spends all of his income on honey and milk, the combination of milk and honey that will maximize his total utility is _____ jars of honey and _____ gallons of milk.
Business
1 answer:
yarga [219]3 years ago
7 0

Answer:

Assuming that Hal spends all of his income on honey and milk, the combination of milk and honey that will maximize his total utility is <u>2</u> jars of honey and <u>4</u> gallons of milk.

Explanation:

This question is missing a table that should be as follows:

quantity    total util.       marginal        quantity    total util.       marginal  

of milk        from milk     utility per $   of honey   from honey  utility per $

1                     32                  16                  1                  44                11

2                    60                  14                 <u> 2                 84                10</u>

3                    84                  12                  3                120                 9

<u>4                   104                  10</u>                  4                152                 8

5                   120                   8                  5                180                 7

6                   132                   6                  6                204                6

7                   140                   4                   7                224                5

8                   144                   2                   8                240                4

We should purchase quantities that yield the same marginal utility per dollar spent, options are:

  • <u>4 gallons of milk and 2 jars of honey ⇒ total cost = $8 + $8 = $16</u>
  • 5 gallons of milk and 4 jars of honey ⇒ total cost = $10 + $16 = $26
  • 6 gallons of milk and 6 jars of honey ⇒ total cost = $12 + $24 = $36
  • 7 gallons of milk and 8 jars of honey ⇒ total cost = $14 + $32 = $46

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4 years ago
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3 years ago
Lillich, Inc., manufactures and sells two products: Product U6 and Product R5. Data concerning the expected production of each p
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Answer:

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Explanation:

a) Data and Calculations:

Direct labor rate = $28.00 per DLH

                                         Product U6                      Product R5      Total

Expected production            690                                  1,060

Direct materials cost/unit   $250.40                             $167.80

Direct Labor Hours/unit         8.9                                     5.9

Total direct labor hours        6,141                                 6,254        12,395

Direct labor costs               $171,948 ($28*6,141)          $175,112 ($28*6,254)

Total direct materials cost $172,776 ($250.4*690)   $177,868 ($167.8*1,060)

Total overhead                 $636,360                         $658,752                 $1,295,112

Total production cost        $981,084                         $1,011,732

Expected production            690                                  1,060

Cost per unit                      $1,421.86                         $954.46

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Direct labor costs               $171,948 ($28*6,141)          $175,112 ($28*6,254)

Total direct materials cost $172,776 ($250.4*690)   $177,868 ($167.8*1,060)

Total overhead                   $641,612                          $653,418                 $1,295,112

Total production cost       $986,336                       $1,006,398

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Cost per unit                      $1,429.47                         $949.43

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Product R5 = $653,418 ($104.48 * 6,254)  

Estimated Expected Activity

Activity Cost Pools  Activity      Overhead  Product     Product   Total

                               Measures       Costs          U6           R5    

Labor-related           DLHs         $ 201,638    7,125        7,280     14,405

Production orders   Orders            72,840   1,350         1,250      2,600

Order size                MHs          1,020,608   6,500        6,800    13,300

Total                                        $ 1,295,086

Overhead rates:

Labor-related = $201,638/14,405 = $14.00 per DLH

Production orders = $72,840/2,600 = $28.00 per order

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Overhead allocation:

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Labor-related         $99,750 (7,125*$14)       $101,920 (7,280*$14) $201,670

Production orders    37,800 (1,350*$28)         35,000 (1,250*$28)    72,800

Order size               498,810 (6,500*$76.74) 521,832 (6,800*$76.74) 1,020,642

Total overhead   $636,360                         $658,752                 $1,295,112

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