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OC4124608Lv1
11 Jul 2021
Consider the function
f (x, y) = 25x2+ 25y2- 25xy + 25x - 25y that defined over the region {(x, y)|(x, y) ÎR 2,x > 0, y > 0}.
(i) Determine all the critical points of the function
(ii) Classify the critical points of the function
as a local minimum, local
maximum or a saddle point.
Consider the function
f (x, y) = 25x2+ 25y2- 25xy + 25x - 25y that defined over the region {(x, y)|(x, y) ÎR 2,x > 0, y > 0}.
(i) Determine all the critical points of the function
(ii) Classify the critical points of the function
as a local minimum, local
maximum or a saddle point.
pqrs122123Lv2
13 Jul 2021
12 Jul 2021
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heroatrangiLv10
11 Jul 2021
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