Solve the problem.
-Find two positive numbers $x$ and $y$ such that $x+y=36$ and $x y^{2}$ is maximized.
A) $x=18$ and $y=18$
B) $x=12$ and $y=24$
C) $x=9$ and $y=27$
D) $x=1$ and $y=35$

Question

Quizplus · Accepted Answer

The Answer of Solve the problem.
-Find two positive numbers $x$ and $y$ such that $x+y=36$ and $x y^{2}$ is maximized.
A) $x=18$ and $y=18$
B) $x=12$ and $y=24$
C) $x=9$ and $y=27$
D) $x=1$ and $y=35$

Solve the Problem xxx And yyy Such That x+y=36x+y=36x+y=36 And xy2x y^{2}xy2 Is Maximized x=18x=18x=18

Solve the Problem $x$ And $y$ Such That $x+y=36$ And $x y^{2}$ Is Maximized $x=18$