Cost per unit
(300,000÷15,000)+20=40
Current profit
50×15,000−40×15,000=150,000
Profit change
60×15,000−40×15,000=300,000
units will knoll need to sell for profit to remain the same as before the price change is
(150,000+300,000)÷40=11,250
Answer:
Edelman's market/book = 2.29
Edelman's EV/EBITDA = 10.52
Explanation:
Firstly, we need to calculate enterprise value (EV) & fiem value (FV) of Edelman Engines as below:
EV = Market value of equity + Net market value of debt
= Stock price x Number of share outstanding + (Debt - Cash)
= 24 x 0.3 + (3.25 + 1 - 0.09) = 11.36
FV = Market value of equity + Market value of debt
= Stock price x Number of share outstanding + Market value of debt
= 24 x 0.3 + 3.25 + 1 = 11.45
Edelman's market/book = FV/Total asset = 11.45/5 = 2.29
Edelman's EV/EBITDA = 11.36/1.08 = 10.52
<span>the exclusive possession or control of the supply or trade in a commodity or service.</span>
Answer:
<u>Monopoly</u>
P = $20.00
Q = 10,000
<u>Socically Efficient:</u>
P = $16.80
Q = 14,000
The monopoly generates a deadthweight loss to maximize their gain.
In the socially efficient situation, there is no deadthweight loss threfore this makes the economy as a whole better.
Explanation:
Price = 28 - 0.0008Q
Marginal Cost = 0.0012Q
Revenue: P x Q = (28 - 0.0008Q) x Q = 28Q - 0.0008Q²
Marginal Revenue:
R' = R(q) / dq = 28 -0.0016Q
We want to produce and sale until marginal revenue matches marginal cost:
28 -0.0016Q = 0.0012Q
28 = 0.0028Q
Q = 28 / 0.0028 = 10,000
P = 28 - 0.0008 (10,000) =
P = 28 - 8 = 20.00
The social efficiency will be that Price equals Marginal Cost.
28 - 0.008Q = 0.0012Q
28 = 0.0020Q
28 / 0.0020 = Q = 14,000
P = 28 - 0.0008(14,000) = 28 - 11.2 = 16,8
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