Really need help please!!!!!
Find an equivalent function to f(x) = 3(6)^2^x.

Question

anonymous · Answer

@campbell_st

anonymous · Answer

Please help me

irishboy123 · Answer

$\large f(x) = 3(6)^{2^x} $

is it what you meant?

anonymous · Answer

well its to the power of 2x @IrishBoy123

irishboy123 · Answer

yet you posted:

3(6)^2***^x***

are you sure?  do you have a screengrab?

irishboy123 · Answer

but you now say:

$\huge  f(x) = 3(6)^{2x}$

anonymous · Answer

attachment

anonymous · Answer

sry

irishboy123 · Answer

no worries

by equivalent function, do you have any idea what that means?  

you can spin this any old way but is there a thing you are learning that we need to keep in mind?

anonymous · Answer

no

anonymous · Answer

f(x) = 3(36)x
f(x) = 182x
f(x) = 108x
f(x) = 9x(36x) @IrishBoy123

anonymous · Answer

@IrishBoy123

irishboy123 · Answer

so it's multiple choice.  did you mention that?

irishboy123 · Answer

$\large f(x) = 3(6)^{2x}$

some basic rules:

$\large \{ \#1\}  \ \ a^m . a^n = a^{m + n}$
$  \large \{ \#2\}  \ \ (a^{m})^n = (a^{n})^m =  a^{m \times n}  $

so

$  3 \ (6)^{2x}  = 3 \ (6^2)^x = 3 \  (6^x)^2$

and $6^2 = 36$

that is going to be all you need