Consider the function f(T,y)= kT – 2xy + y?. %3D - 1. Show that (0, 0) is a critical point of f(T, y). 2. Determine the values of k (if any) for which the critical point at (0, 0) would be each of the...

plz solve all parts within 30-40 mins I'll give you multiple upvoteConsider the function f(T,y)= kT – 2xy + y?.<br>%3D<br>-<br>1. Show that (0, 0) is a critical point of f(T, y).<br>2. Determine the values of k (if any) for which the critical point at (0, 0) would be each of<br>the following:<br>i. A local maximum<br>ii, A local minimum<br>iii. A saddle point<br>iv. Unclassifiable (the second derivative test is inconclusive)<br>

Extracted text: Consider the function f(T,y)= kT – 2xy + y?. %3D - 1. Show that (0, 0) is a critical point of f(T, y). 2. Determine the values of k (if any) for which the critical point at (0, 0) would be each of the following: i. A local maximum ii, A local minimum iii. A saddle point iv. Unclassifiable (the second derivative test is inconclusive)

Jun 05, 2022
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