For the given exponential function, find a) the average rate of change for the interval $[3,5]$ and b) the interval $[3.5,4.5]$, as well as c) the rate of change at $x=4$. Round all calculations to the nearest hundredth.
-$f(x)=3^{x-4}$
A) a) 1.38 b) 1.41 c) 1.45
B) a) 1.10 b) 1.15 c) 1.33
C) a) 1.45 b) 1.41 c) 1.38
D) a) 1.33
b) 1.15
c) 1.10

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The Answer of For the given exponential function, find a) the average rate of change for the interval $[3,5]$ and b) the interval $[3.5,4.5]$, as well as c) the rate of change at $x=4$. Round all calculations to the nearest hundredth.
-$f(x)=3^{x-4}$
A) a) 1.38 b) 1.41 c) 1.45
B) a) 1.10 b) 1.15 c) 1.33
C) a) 1.45 b) 1.41 c) 1.38
D) a) 1.33
b) 1.15
c) 1.10

For the Given Exponential Function, Find A) the Average Rate [3,5][3,5][3,5]

For the Given Exponential Function, Find A) the Average Rate $[3,5]$