Problem #3 – At Freeze Inc. the manufacturing of each air conditioning has a variable cost of $400 per unit and it takes place in a facility that has a monthly fixed cost of $200,000. A) If Freeze Inc. sells each unit at $1,200 how many units do they need to sell every month to break-even? B) What is the monthly revenue at the break-even point?

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Problem #4 – The mean number of air conditioning units assembled per month by Freeze, Inc. is 750 and the standard deviation is
100 units.

A) If the number of air conditioning units assembled per month follows a normal distribution, calculate the probability
of Freeze, Inc. to assemble a quantity of air conditioning units greater than the monthly break-even point calculated in problem
3-a.


Problem #3 – At Freeze Inc. the manufacturing of each air conditioning has a variable cost of $400 per unit and it takes place in a
facility that has a monthly fixed cost of $200,000.
A) If Freeze Inc. sells each unit at $1,200 how many units do they need to sell every month to break-even?

B) What is the monthly revenue at the break-even point?

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