The graph of $y=2^x$y=2x is displayed here.
What is the $y$y-intercept of this graph?
Does the graph have an $x$x-intercept?
Yes
No
Which single option below gives us the graph's domain?
$x\ge0$x≥0
$x>0$x>0
All real $x$x
$x<0$x<0
What is the graph's range?
All real $y$y
$y<0$y<0
$y>0$y>0
$y\ge0$y≥0
Find the value of $y$y when $x=7$x=7.
Find the value of $x$x when $y=256$y=256.
Consider the function $y=3^x$y=3x.
Consider the function $y=2^{-x}$y=2−x.
Consider the curve $y=2\left(3^x\right)$y=2(3x).