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Anuta_ua [19.1K]
2 years ago
7

If the long-run average total cost curve for a firm is horizontal in a relevant range of production, then it indicates that ther

e
Business
1 answer:
sweet-ann [11.9K]2 years ago
5 0

If the long-run average total cost curve for a firm is horizontal in a relevant range of production, then it indicates that there (B) are constant returns to scale.

<h3>What is the long-run average total cost curve?</h3>
  • The long-run average cost (LRAC) curve depicts the firm's lowest cost per unit at each output level, assuming that all production parameters are changeable.
  • The LRAC curve presupposes that the firm has determined the best factor mix for creating any amount of production, as discussed in the previous section.
  • To derive the long-run total cost function, we take the expansion path's total cost and quantity pairs.
  • "When all factors of production are variable, the long-run total cost function displays the lowest total cost of generating each amount."
  • If a firm's long-run average total cost curve is horizontal in a relevant production range, it shows that there are consistent returns to scale.

As the description states, if a firm's long-run average total cost curve is horizontal in a relevant production range, it shows that there are consistent returns to scale.

Therefore, if the long-run average total cost curve for a firm is horizontal in a relevant range of production, then it indicates that there (B) are constant returns to scale.

Know more about the long-run average total cost curve here:

brainly.com/question/10205972

#SPJ4

Complete question:

If the long-run average total cost curve for a firm is horizontal in a relevant range of production, then it indicates that there

A. isn't a minimum efficiency scale.

B. are constant returns to scale.

C. are diseconomies of scale.

D. are economies of scale.

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Computing and analyzing acid-test and current ratios
uysha [10]

Answer:

Current ratio- 2.03  2.33  1.73 and Acid-test ratio- 0.98  0.43  0.60              

Explanation:

Attach is the table of given cases

Acid test ratio= \frac{cash+Short\ term\ investments+ Current\ receivables }{Current\ liabilities}

Now, solving for acid test ratio.

<u>Case x</u>

⇒ Acid test ratio= \frac{1800+0+150}{2000}

⇒ Acid test ratio= \frac{1950}{2000}

∴ Acid test ratio= 0.975 \approx 0.98

<u>Case y</u>

⇒ Acid test ratio= \frac{120+0+400}{1210}

⇒ Acid test ratio= \frac{520}{1210}

∴ Acid test ratio= 0.429 \approx 0.43<u></u>

<u>Case Z</u>

⇒ Acid test ratio= \frac{1000+400+400}{3000}

⇒ Acid test ratio= \frac{1800}{3000}

∴ Acid test ratio= 0.60

Next solving for current ratio.

We know, current ratio= \frac{Current\ assets}{Current\ liability}

<u>Case x</u>

⇒ current ratio= \frac{4050}{2000}

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<u>Case y</u>

⇒ current ratio= \frac{2820}{1210}

∴ current ratio= 2.33

<u>Case Z</u>

⇒ current ratio= \frac{5200}{3000}

∴ current ratio= 1.73

Hence, Current ratio- 2.03  2.33  1.73 and Acid-test ratio- 0.98  0.43  0.60              

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