a) Breakeven output will be in point, where TR = TC,
TR = 18Q, TC = 3,500,000 + 10Q
TR = TC
18Q = 3,500,000 + 10Q
8Q = 3,500,000
Q = 437,500
In dollars: 437,500*18 = $7,875,000 is the breakeven output.
b) for $1,500,000 profit:
TR = TC + 1,500,000
18Q = 5,000,000 + 10Q
8Q = 5,000,000
Q = 625,000 units
c) If Q = 400,000:
Leverage = 18*400,000 - 3,500,000 - 10*400,000 = -$300,000
d) The probability will be = (362,500 + 100,000 - 437,500)/100,000 = 25% for
incurring of loss
(d) Assuming that sales of oil are normally distributed with a mean of
362,500 barrels and a standard deviation of 100,000 barrels, determine the
probability that Offshore will incur an operating loss.
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