A company is considering two designs for a machine in its manufacturing line. The first, called machine A, will cost $160000 in
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Answer:
90 suits per week must be produced and sold to achieve the maximum profit of $2,850.
Explanation:
The profit function is given by the revenue function minus the cost function:
The number of suits, x, for which the derivate of the profit funtion is zero, is the production volume that maximizes profit:
The profit generated by producing 90 suits is:
Therefore, 90 suits per week must be produced and sold to achieve the maximum profit of $2,850.
Answer:
V(n)=140,000-10000n
V(7)=$70,000
Explanation:
Purchase Cost= $140,000
Value After 11 Years =$30,000
Depreciation per Year =
The truck depreciates at a rate of $10000 per year.
Using straight-line depreciation, the value of the truck in dollars, V
The linear function of its age in years n, V(n)=140,000-10000n
When the truck is 7 years old
n=7
Truck's Value, V(n)=140,000-10000n
=140,000-(10000X7)
=140,000-70000
=$70,000