Question

Solve for x: log3(x+4)+log3(x-2)=2

Answer 1

change the equation into the exponential form, so it can be easier to solve for x

Answer 2

is it log base 3( x+1)or just 3*x+1

Answer 3

\[ \log_3(x+4)+\log_3(x-2)=2\]
\[(x+4)(x-2)=2^3 \]
make sense what i did here, on how i transformed the logarithm equation into the exponential form

Answer 4

@WAyne5

Answer 5

@nkaadi1995 3 is the base, i believe

Answer 6

its zale 101 is correct except its 3^2 not 2^3

Answer 7

oh, and when u add logs together, u multiply, using the product rule

Answer 8

yes

Answer 9

Solve for x: log3(x+4)+log3(x-2)=2
becomes log3(x+4)l(x-2)=2

Answer 10

oh yea lol
@nkaadi1995

Answer 11

no as you wrote before its multiply but the mistake is in 2^3