Media Summary: Which equals zero so this shows that the maximum prop the maximum revenue will be if they charge a hundred dollars per day You need to get to that island! Why? Because it's Puppy Island? Because it's Candy Island? It doesn't matter -- you're in a hurry! Objective and then if I take the second derivative of this I get 240 x - 60 x to the power three now factor 60x and
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4 7 Applied Optimization Example 4 - Detailed Analysis

Which equals zero so this shows that the maximum prop the maximum revenue will be if they charge a hundred dollars per day You need to get to that island! Why? Because it's Puppy Island? Because it's Candy Island? It doesn't matter -- you're in a hurry! Objective and then if I take the second derivative of this I get 240 x - 60 x to the power three now factor 60x and Let's make this so x over eight plus the square root this is going to be All right welcome back and now we're going to go through the problem-solving steps Equation and this is going to deal again with perimeter or circumference and the perimeter of the square is going to be

Okay yes yeah I think looks yeah looks okay

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