When Chris goes to his local grocery store, the majority of the products are available in only one brand. Chris most likely live
2 answers:
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Answer:
Net income will increase by $11,250
Explanation:
Provided information,
Current sales = 75,000 units which represents 80% capacity
Therefore, 100% capacity =
Fixed cost at 100% capacity = $1.25 93,750 = $117,187.50
Therefore,
Current net income
Sales = 75,000 $7.00 = $525,000
Less: Variable cost = 75,000 $3.50 = $262,500
Less: Fixed Cost = $117,187.50
Net Operating Income = $145,312.50
Now with the additional order, which is of 15,000 units the additional ideal capacity of 20% will be utilized, further no fixed cost will be incurred, as the entire fixed cost for 100% capacity is utilized, thus
Sales = 15,000 $3 = $45,000
Less: Variable cost = 15,000 $2.25 = $33,750
Net Income = $11,250
Thus, the net income will increase by $11,250
Answer:
Profit-maximizing price per drug treatment is $2,000
Explanation:
The "cost of production" (cost of providing all treatments) is given by the area under the cost curve
(The cost curve is the straight line C = 10Q)
It is a right triangle with one side being the quantity (Q) and the other being the cost of the last unit being produced (10Q)
So the cost of production is:
Revenue is given by P * Q = (3,000 - 10Q) * Q
Profit = Revenue - Cost of production = 3,000Q - -
To find maximum, take derivative and solve for:
3,000 - 30Q = 0 => Q = 100
Profit-maximizing quantity is 100. The price will then be P = 3,000 - 10*100 = $2,000