Since f(0) = 8 and if f is an exponential function, then f(x) = 8(bx)
Since f(1) = 16, 8(b1) = 16. So, b = 2
f(x) = 8(2x)
But then, f(2) = 8(22) = 32 ≠ 27
So, f is not an exponential function of the form f(x) = a(bx).
Jala M.
asked 06/11/21Determine whether f is an exponential function of x. If so, find the constant ratio.
A.) f is not an exponential function.
B.) f is an exponential function with a second difference of 5.
C.) f is an exponential function with a constant ratio of 3.
D.) f is an exponential function with a second difference of 3.
Since f(0) = 8 and if f is an exponential function, then f(x) = 8(bx)
Since f(1) = 16, 8(b1) = 16. So, b = 2
f(x) = 8(2x)
But then, f(2) = 8(22) = 32 ≠ 27
So, f is not an exponential function of the form f(x) = a(bx).
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