Given that the graph f(x) is linear and the graph g(x) is exponential solve the following problem: Consider the graph of Function #1 and Function #2. How do the growth rates of the two functions compare? point) Initially, Function #1 has the greater growth rateAfter x = 32 the growth rate of Function #2 surpasses the growth rate of Function #1 Initially, Function #2 has the greater growth rate. After x = 32 , the growth rate of Function #1 surpasses the growth rate of Function #2 The growth rate of Function #1 is always greater than the growth rate of Function # 2 The growth rate of Function # 2 is always greater than the growth rate of Function #1
The correct answer is: Initially, Function #2 has the greater growth rate. After x = 32, the growth rate of Function #1 surpasses the growth rate of Function #2.
