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Papessa [141]
3 years ago
8

Can an isoquant ever slope​ upward? Explain. A. Yes. Where diminishing returns​ occur, the isoquant is upward sloping. B. Yes. I

f both inputs are​ inferior, then the isoquant is upward sloping. C. No. It would imply that adding more of both inputs keeps output constant. D. No. It would imply that adding more of both inputs decreases output.
Business
1 answer:
alina1380 [7]3 years ago
6 0

Answer:

B is the answer have a great day

Explanation:

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Shawna wins the lottery and her income increases by 60 percent. she used to buy 10 pints of cottage cheese per month and now she
Dmitriy789 [7]

Answer: Her income elasticity of demand for cottage cheese is <em><u>0.3333</u></em> making it a <em><u>normal and necessary</u></em> good.

The income elasticity  of demand is given by :

\mathbf{YED = \frac{percentage change in demand}{percentage change in income}}

The percentage change in income is given as 60%. We calculate the percentage change in quantity demanded as follows:

\mathbf{percentage change in quantity demanded = \frac{Q_{1}-Q_{0}}{Q_{0}}}

\mathbf{percentage change in quantity demanded = \frac{12-10}{10}}

\mathbf{percentage change in quantity demanded = 0.2}\\

Substituting the value above in the income elasticity demand formula we get,

\mathbf{YED = \frac{0.20}{0.60}}

<u>YED = 0.33333</u>

Since the income elasticity is positive, and since Shawna buys more cottage cheese after an increase in income, we can classify this good as a normal good.

Since the income elasticity is between 0 and 1 we can also conclude that cottage cheese is also a essential good or a necessity.

7 0
3 years ago
Lexigraphic Printing Company is considering replacing a machine that has been used in its factory for four years. Relevant data
jek_recluse [69]

Answer:

Lexigraphic Printing Company

1. Differential Analysis as of April 30:

                                                 Old Machine   New Machine    Difference

Annual revenue                              $74,200          $74,200

Annual depreciation (straight-line)    8,900             19,950  

Annual manufacturing

costs, excluding depreciation        23,600              6,900

Annual nonmanufacturing

operating expenses                         6,100                6,100

Total expenses                            $38,600           $32,950

Annual net income                      $35,600           $41,250         $5,650

Net income for 6 six years        $213,600        $247,500       $33,900

2. Other factors that should be considered are:

B. What effect does the federal income tax have on the decision?

C. What opportunities are available for the use of the $90,000 of funds ($119,700 less $29,700 proceeds from the old machine) that are required to purchase the new machine?

E. Are there any improvements in the quality of work turned out by the new machine?

Explanation:

a) Dat and Calculations:

Old Machine

Cost of machine, 10-year life $89,000

Annual depreciation (straight-line) 8,900

Annual manufacturing costs, excluding depreciation 23,600

Annual nonmanufacturing operating expenses 6,100

Annual revenue 74,200

Current estimated selling price of machine 29,700

New Machine

Purchase price of machine, six-year life $119,700

Annual depreciation (straight-line) 19,950

Estimated annual manufacturing costs, excluding depreciation 6,900

Annual nonmanufacturing operating expenses 6,100

Annual revenue 74,200

Differential Analysis as of April 30:

                                                 Old Machine   New Machine    Difference

Annual revenue                              $74,200          $74,200

Annual depreciation (straight-line)    8,900             19,950  

Annual manufacturing

costs, excluding depreciation        23,600              6,900

Annual nonmanufacturing

operating expenses                         6,100                6,100

Total expenses                            $38,600           $32,950

Annual net income                      $35,600           $41,250         $5,650

Net income for 6 six years        $213,600        $247,500       $33,900

4 0
3 years ago
Break-Even Sales Currently, the unit selling price of a product is $7,520, the unit variable cost is $4,400, and the total fixed
-Dominant- [34]

Answer:

Current Break Even point = 6,500 units

Break Even point in Unit Sale = 7,500 units

Explanation:

The computation of break-even sales is shown below:-

Sale price = $8,000

Variable expense = $4,400

Contribution margin = Sale price - Variable expenses

= $8,000 - $4,400

= $3,600

Fixed expenses = $23,400,000

Current Break Even point = Fixed expenses ÷ Contribution margin

= $23,400,000 ÷ $3,600

= 6,500 units

Therefore for computing the break even point we simply divide contribution margin by fixed expenses

b. Sale price = $7,520

Variable expense = $4,400

Contribution margin =$7,520 - $4,400

= $3,120

Fixed expenses plus desired profit = $23,400,000

Break Even point in Unit Sale = Fixed expenses ÷ Contribution margin

= $23,400,000 ÷ $3,120

= 7,500 units

So, for computing the break even point we simply divide contribution margin by fixed expenses

5 0
3 years ago
Craig Roberts purchased one-half of Ennis Leighton’s interest in the Vale and Leighton partnership for $34,000. Prior to the inv
Alborosie

Answer:

Explanation:

w

3 0
3 years ago
Milford Company sells a motor that carries a three-month unconditional warranty against product failure. Based on a reliable sta
Solnce55 [7]

Answer: See explanation

Explanation:

Number of units sold = 76000

Percentage repair= 2%

Estimated defective units = Percentage repair × Units sold = 2% × 76000 = 1520

Actual defective units = 490 + 350 + 210 = 1050

Unclaimed warranty = Estimated defective units - Actual defective units = 1520 - 1050 = 470

Repair cost = $50

Warranty expense = 470 × $50 = $23500

The journal entry will then be:

31 December:

Debit: Product warranty expense = $23500

Credit: Estimated liability for product warranty = $23500

3 0
3 years ago
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