Question

What is the solution of log((3x + 4))4096 = 4? ( the 3x+4 is like an exponent but lower

Answer 1

write the equation (exponential) and then look...

Answer 2

I don't know how to do that

Answer 3

\[\log \,_{(3x+4)}\,4096=4\Rightarrow(3x+4)^4=4096\]

Answer 4

Yeah I didn't do this right at all, I got 1,280. I did 4^4=256 4096-256= 3,840/3

Answer 5

?
8^4 = 4096 => 3x+4 = 8 (base must be positive)

Answer 6

okay, i got the answer 4/3? but Where did you get the 8 from? o-o

Answer 7

and thank you for your help by the way!

Answer 8

(4096)^(1/4)