Consider a graph of $y=4^x$y=4x.
How could the graph of $y=4^{-x}$y=4−x be obtained from the graph of $y=4^x$y=4x?
by making it steeper
through a reflection across the $x$x-axis
through a reflection across the $y$y-axis
through a vertical translation
Given the graph of $y=4^x$y=4x, graph $y=4^{-x}$y=4−x on the same set of axes.
Consider the function $y=\left(x-6\right)^2$y=(x−6)2.
Consider a graph of $y=5^x$y=5x.
Consider the parabola $y=x^2-3$y=x2−3.