Pencils are sold in a local store for 65 cents each. The factory has $1400 in fixed costs plus 15 cents of additional expense for each pencil made. Assuming all pencils manufactured can be sold, find the break-even point.
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Answer:
Break even occurs at 2800 PENCILS
Step-by-step explanation:
Fixed cost form the factor = $1400
Variable cost per unit pencils = 15 cents = $0.15
Let number of pencils produced to get brek even point = x
Then total cost = c(x)= 1400+0.15x
Selling price per unit juice box = 65 cents = $0.65
Then total sales = R(x)= 0.65x
At break even both sales and cost will be equal so we get:
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