1-If a function f is an even function, then what type of symmetry does the graph of f have? A-The function f has symmetr

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1-If a function f is an even function, thenwhat type of symmetry does the graphof f have?
A-The function f has symmetry with respect tothe origin
B-The function f has symmetry with respect tothe y-axis.
C-The function f has symmetry with respect tothe x-axis
2- Suppose the graph of f is given. Describehow the graph of each function can be obtained from the graphof f.
(a) f(−x)
A-reflect about the y-axis
B-reflect about the x-axis
C-reflect about the origin
D-shift to the left by 1 unit
E-shift to the right by 1 unit
4f(x)
A-reflect about the y-axis
B-reflect aboutthe x-axis
C- reflect about the origin
D-shrink vertically by 4
E-stretch vertically by 4