use what you know about reflections of functions to match the graph to the function rule.\n$y = 3^{x}$\n$y =…

use what you know about reflections of functions to match the graph to the function rule.\n$y = 3^{x}$\n$y = 3^{-x}$\n$y=-3^{x}$\ndone

use what you know about reflections of functions to match the graph to the function rule.\n$y = 3^{x}$\n$y = 3^{-x}$\n$y=-3^{x}$\ndone

Answer

Explanation:

Step 1: Analyze ( y = 3^x )

Standard exponential growth function. Passes through (0,1), increases as ( x ) increases. Matches curve ( b ).

Step 2: Analyze ( y = 3^{-x} )

Reflection over y-axis (( x \to -x )). Passes through (0,1), decreases as ( x ) increases. Matches curve ( a ).

Step 3: Analyze ( y = -3^x )

Reflection over x-axis (( y \to -y )). Passes through (0,-1), decreases as ( x ) increases (since it's the negative of an increasing function). Matches curve ( c ).

Answer:

( y = 3^x ): ( b ), ( y = 3^{-x} ): ( a ), ( y = -3^x ): ( c )