Consider the graph below.
Find the value of $y$y when $x=4$x=4.
Find the value of $y$y when $x=-4$x=−4.
How can the part of the graph for $x<0$x<0 be obtained by the part of the graph for $x>0$x>0?
rotating $180^\circ$180° about the origin
reflecting across the line $y=x$y=x
reflecting across the $x$x-axis
reflecting across the $y$y axis
Determine whether the function is odd, even or neither.
odd
neither
even
Is the following graph of a function odd, even or neither?
Is the following graph of a function odd, even or neither?
Is the following graph of a function odd, even or neither?