(Solved): The graph of \( y=2^{x} \) is shown in black (K). Match each equation with a graph above. \begin{ta ...

The graph of \( y=2^{x} \) is shown in black (K). Match each equation with a graph above. \begin{tabular}{ll} \( 2^{z-1} \) & a. blue (B) \\ \hline \( 2^{x}-1 \) & b. green (G) \\ \( 2^{x}+1 \) & c. red \( (R) \) \end{tabular} \( 2^{2+1} \) c. red \( (R) \) d. orange (O) Let \( f(x)=2 \sqrt{x} \) If \( g(x) \) is the graph of \( f(x) \) shifted up 2 units and left 5 units, write a formula for \( g(x) \) \( g(x)= \) Complete an equation for the function graphed above