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Your function is defined on a closed, bounded region. Check the four boundaries for the maximum value.Kamo123 said:Hello
This is what I have attempted so far. But now I'm at utter loss at how to calculate the rest Can you help? Thanks in advance.
What does that mean? Could you explain more explicitly?Mark44 said:Your function is defined on a closed, bounded region. Check the four boundaries for the maximum value.
Your function is defined on the square [0, 2] X [0, 2]. Along each of the four sides of this square your function simplifies to a single-variable function. For example, on the lower edge of the square, y = 0 and x varies from 0 to 2. So f(x, y) = f(x, 0). This is a function of x alone. Any maximum value will occur where the derivative is zero or at an endpoint of this edge.Kamo123 said:What does that mean? Could you explain more explicitly?
Kamo123 said:Hello
This is what I have attempted so far. But now I'm at utter loss at how to calculate the rest Can you help? Thanks in advance.
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