(2, 200) lies on the line f(x) = 20 ^ x then what reflection point lies on the line g(x) = log_20(x') ?
To find the reflection point of (2, 200) on the line g(x) = log₍₂₀₎(x'), we first need to find the corresponding point on the line g(x), which can be done by reflecting the given point (2, 200) across the line y = x.
The reflection point of (2, 200) across the line y = x is (200, 2). This new point lies on the line g(x) = log₍₂₀₎(x').
Therefore, the reflection point that lies on the line g(x) = log₂₀(x') is (200, 2).