What is the solution of log(3x + 4) 4096 = 4?

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What is the solution of log(3x + 4) 4096 = 4?

Mathematics
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4/3 would you like explanation
Nahhhh thanks
well raise both sides as powers of the base remember the log law for base \[\log_{a} (a^b) = b\] then 4096 = (3x + 4)^4 now you can solve for x

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Other answers:

write the equation (exponential) and then look... log(3x+4)4096=4⇒(3x+4)4=4096 8^4 = 4096 => 3x+4 = 8 (base must be positive) i got the answer 4/3?
yeah
@campbell_st i would give u a medal but i cant to two people
yw :)
@_greatmath7 one of the aims of open study is to help understanding, and try to avoid giving answers.
oh I am sorry but I did also show how to solve so, if itsmichelle29 followed my steps she would have received the same answer

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