Graph the function below using the given inputs on a piece of paper. Check your solution using the geogebra link. Also, state the domain, range and end behavior of the function.
Given the equation \( f(x)=3^x \), what is the average rate of change between the given x-values. Check your solution using the geogebra link.
Average Rate of Change = \( \large\frac{f(b)−f(a)}{b−a} \)
7) \( x=−2 \) and \( x=0 \)
8) \( x=−1 \) and \( x=1 \)
9) \( x=0 \) and \( x=2 \)
10) Given the information from problems 7-9, what can you conclude about the average rate of change?
Review
Graph the following linear equations:
11) \( y = 5 \)
12) \( x = -2 \)
13) \( y - 5 = -(x + 2) \)
Check answers via www.desmos.com/
Graph the following linear equations:
11) \( y = 5 \)
12) \( x = -2 \)
13) \( y - 5 = -(x + 2) \)
Check answers via www.desmos.com/