Is (0, 0) a critical point of the following function?
A)Yes: (global) maximum.
B)Yes: neither a maximum nor a minimum.
C)Yes: (global) minimum.
D)No.

Question

Is (0, 0) a critical point of the following function? 
A)Yes: (global) maximum. 
B)Yes: neither a maximum nor a minimum. 
C)Yes: (global) minimum. 
D)No.

Quizplus · Accepted Answer

To determine if (0,0) is a critical point, we need to find the gradient of the function and set it equal to zero. However, the given function identifier appears to be a random string of characters, and without knowing the actual function, we cannot determine the gradient nor the critical points. Therefore, the best choice is B, as we cannot definitively say whether (0,0) is a critical point or not.

Is (0, 0) a Critical Point of the Following Function