Media Summary: Find two positive numbers whose sum is 6 and maximizes x y^2. Find the minimum surface area that can make an open top box of given volume. Find the point on the graph of y=sqrt(x) which is closest to (4,0)
Solving Optimization Problem With Calculus Of One Variable - Detailed Analysis & Overview
Find two positive numbers whose sum is 6 and maximizes x y^2. Find the minimum surface area that can make an open top box of given volume. Find the point on the graph of y=sqrt(x) which is closest to (4,0) A quick review of how to find the maximum (or minimum) of a function.
![How to Solve ANY Optimization Problem [Calc 1]](https://i.ytimg.com/vi/cUMvwG7wvzM/mqdefault.jpg)
