Question

Which equation represents an exponential function that passes through the point 2,36​

Answer 1

f(x)=4(3)^2

(2,36)

36=4(3)^2

36=4(9)

36=36

Explanation:

Answer 2

Answer: Hi! here you want a function that pases through the point (2,36)

it means, a function f(x) so f(2) = 36.

Also, f(x) must be an exponential function, this means that f(x) =
`a^(x)`

where a is a real number.

then
`a^(2)` = 36

so a =
`√(36)` = ± 6.

then your function can be f(x) =
`-6^(x)` or
`6^(x)`.

Notice that i used a very simplest example of exponential function. You actually can found lots of exponential functions F(x) that passes through the point (2,36).