identify the initial amount a and the growth factor b in the exponential function g(x)=14*2^x
a=14, b=x
a=14, b=2
a=28, b=1
a=28, b=x
To identify the initial amount (a) and the growth factor (b) in the exponential function g(x) = 14 * 2^x, we can look at the formula and compare it with the given function.
In the general form of an exponential function, y = a * b^x, the initial amount (a) is the value of y when x = 0, and the growth factor (b) is the base of the exponent.
Comparing this with the given function g(x) = 14 * 2^x, we can see that the coefficient of 14 represents the initial amount (a), and the base 2 represents the growth factor (b).
Therefore, the correct answer is a=14, b=2.