Question

Question 7 1 pts Using the graph of $g(x)$ below, choose the answer choice which best explains the symmetry of $g$. $g$ is not even because $g(4) = 4$ but $g(-4) \neq -4$. $g$ is not even because $f$ is not symmetric about the y-axis. $g$ is even because $g(4) = 4$ and $g(0) = 4$. $g$ is even because $g$ is symmetric with respect to the origin.

          Question 7
1 pts
Using the graph of $g(x)$ below, choose the answer choice which best explains the symmetry of $g$.
$g$ is not even because $g(4) = 4$ but $g(-4) \neq -4$.
$g$ is not even because $f$ is not symmetric about the y-axis.
$g$ is even because $g(4) = 4$ and $g(0) = 4$.
$g$ is even because $g$ is symmetric with respect to the origin.

Question 7
1 pts
Using the graph of g(x) below, choose the answer choice which best explains the symmetry of g.
g is not even because g(4) = 4 but g(-4) ≠ -4.
g is not even because f is not symmetric about the y-axis.
g is even because g(4) = 4 and g(0) = 4.
g is even because g is symmetric with respect to the origin.

Added by Kenneth S.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert Suman Saurav Thakur

Step 1

Qugatton (renee 3 Is not CiCn because 8(4): It is unclear what "Qugatton" means, but it seems to be saying that something is not a "CiCn" (which is also unclear). The reason given is "8(4)", which is also unclear. Without more context or information, it is Show more…

Show all steps

Thanks for your feedback!

Qugatton (renee) 3 is not even because 8(4) but 3(-4) 3i5 is not even because f is not symmetric about the y-axis 0 is even because 3(4) and 3(0) 8 is even because it is symmetric with respect to the origin;