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Q2 - 4 : Visualizing / interpreting a gradient vector Suppose you're given a two - variable function f ( *^ ) . Suppose at an interior point in the

1) May you help with an explanation for the following practice problem:


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Q2 - 4 : Visualizing / interpreting a gradient vector
Suppose you're given a two - variable function f ( *^ ) . Suppose at an interior point in the domain * there exists A such that
If ( 20* ) . ~ + 0. Then we know that * * is neither a local nor global maximizer .
How do you improve the following response?"
At * * , V f ( 2* ) + 0. So I* does not maxmize the function .

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