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Ipatiy [6.2K]
2 years ago
5

Suppose the monopolist able to successfully price discriminate between two groups by charging one group $ 75 and charging $35 to

the other group. c. What are the firm's profits if it charges the two prices as mentioned above
Business
1 answer:
Rom4ik [11]2 years ago
5 0

Answer:

The firm's profits if it charges the two prices as mentioned above = $ 1425

Explanation:

P.S - The exact question is -

Proof -

we calculate the profits individually for 2 different prices:

When price = $75:

Quantity sold = 15 units

Total revenue = 15 × 75 = $1125

Total cost = Marginal cost × quantity

                  = 20 x 15 = $ 300

⇒Total cost = $300

So,

Profit = 1125 - 300 = $825

When price = $35 :

Quantity sold = 55 - 15 (quantity purchased at price = $75)

⇒Quantity sold = 40

Total revenue = 40 × 35 = $1400

Total cost = Marginal cost × quantity

                 = 20 x 40 = $ 800

⇒Total cost = $800

So,

Profit = 1400 - 800 = $600

Now,

Total combined profit = 825 + 600 = $1425

∴ we get

The firm's profits if it charges the two prices as mentioned above = $ 1425

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Answer:

The company should provide, in average, 90 jobs per month in order to break even.

Explanation:

We will assume that the variable costs are proportional to the quantity and thus VC=a*Q

the profit obtained is

profit = P*Q  , (Price [$/job] * Jobs sold [jobs])

and the total costs are

total costs= FC+VC = FC + a*Q , FC=fixed costs

in order to break even the quantity sold should be enough to cover all costs, therefore

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P*Q = FC + a*Q → Q= FC/(P-a)

thus

Q= FC/(P-a) = $3240 / ($60/job - $24/job) = 90 jobs

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Answer:

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Explanation:

Giving the following information:

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<u>To calculate the predetermined overhead rate, we need to use the following formula:</u>

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