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Partial Differentiation in Engineering Mathematics
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Maximize the function x + y – z = 1 with respec..
1.
Maximize the function x + y – z = 1 with respect to the constraint xy=36.
A.
0
B.
-8
C.
8
D.
No Maxima exists
Answer» E.
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Maximize the function x + y – z = 1 with respect to the constraint xy=36.
In a simple one-constraint Lagrange multiplier setup, the constraint has to be always one dimension lesser than the objective function.
<p>The span of a Astroid is increased along both the x and y axes equally. Then the maximum value of: z = x + y along the Astroid</p>
Consider the points closest to the origin on the planes x + y + z =a.
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