
Patrick B. answered 11/23/19
Math and computer tutor/teacher
The profit function is P(X) = x(18-3x)
= -3x^2 + 18x
the max occurs at -b/(2a) = -18/(-6) = 3
3*(18 - 3*3) = 3 * (18 - 9) = 3*9 = 27
She sells 3 pitchers for $9 each.
SHe will make $27
Destiny M.
asked 11/22/19Amy, the owner of Amy's Pottery, can produce china pitchers at a cost of
$4
each. She estimates the price function to be
p equals 18 minus 3 x=18−3x,
where p is the price at which exactly x pitchers will be sold per week. Find the number of pitchers that she should produce and the price that she should charge in order to maximize profit. Also, find the maximum profit.
How many pitchers should Amy produce to maximize profit?
Patrick B. answered 11/23/19
Math and computer tutor/teacher
The profit function is P(X) = x(18-3x)
= -3x^2 + 18x
the max occurs at -b/(2a) = -18/(-6) = 3
3*(18 - 3*3) = 3 * (18 - 9) = 3*9 = 27
She sells 3 pitchers for $9 each.
SHe will make $27
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