Consider the graphs of the two exponential functions $R$R and $S$S.
One of the graphs is of $y=4^x$y=4x and the other graph is of $y=6^x$y=6x.
Which is the graph of $y=6^x$y=6x?
Graph S
Graph R
Fill in the blanks to complete the statement:
For $x<\editable{}$x<, the graph of $y=\left(\editable{}\right)^x$y=()x is below the graph of $y=\left(\editable{}\right)^x$y=()x. This is because negative values of $x$x result in fractional function values, and for any negative value of $x$x, $\left(\editable{}\right)^x$()x will result in a smaller value than $\left(\editable{}\right)^x$()x.
Consider the curve $y=4\left(2^x\right)$y=4(2x).
Consider the function $y=2-4^{-x}$y=2−4−x.