Final answer:
The equivalent function of the given equation in the form G(t) = ab^t is G(t) = 24000 * 0.9025^t.
Step-by-step explanation:
The given function is G(t) = 24000(0.95)^(2t). To write an equivalent function of the form G(t) = ab^t, we need to express the given equation in that form.
Using the laws of exponents, 0.95^(2t) can be rewritten as (0.95^2)^t = 0.9025^t.
Therefore, the equivalent function of the given equation in the form G(t) = ab^t is G(t) = 24000 * 0.9025^t.