The Second Derivative Test Reveals That F (X)= X 2 -$x = \sqrt { 4 }$

The Answer of The Second Derivative Test Reveals That F (X)= X 2 -$x = \sqrt { 4 }$

The Second Derivative Test Reveals That F (X)= X 2 -$x = \sqrt { 4 }$

The Answer of The Second Derivative Test Reveals That F (X)= X 2 -$x = \sqrt { 4 }$

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The Second Derivative Test Reveals That F (X)= X² - $x = \sqrt { 4 }$

Question 34

Multiple Choice

The second derivative test reveals that f (x) = x² - 4 has

A) nothing significant at x = 4.
B) a relative maximum at $x = \sqrt { 4 }$ .
C) a point of inflection at $x = \sqrt { 4 }$ .
D) a relative minimum at x = 0.

The Second Derivative Test Reveals That F (X)= X2 - x=4x = \sqrt { 4 }x=4​

Multiple Choice

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The Second Derivative Test Reveals That F (X)= X² - $x = \sqrt { 4 }$

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