In optimisation, with the first order derivative equal to ___ and the second order derivative ___ the function is at a maximum. A)0, 0 B)0, 0 D) 0, 0

Name: In optimisation, with the first order derivative equal to ___ and the second order derivative ___ the function is at a maximum. A)0, 0 B)0, 0 D)> 0, 0
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Question

In optimisation, with the first order derivative equal to ___ and the second order derivative ___ the function is at a maximum.
A)0, 0
B)0, < 0
C)0, > 0
D)> 0, 0

Quizplus · Accepted Answer

For a function to be at a maximum, the first derivative must be zero (indicating a critical point), and the second derivative must be less than zero, indicating concavity downwards.

In Optimisation, with the First Order Derivative Equal to ___