Question

Solve the equation
log6(x+5)+log6x=2

Answer 1

I know that because of the quotient property you would get this
log6{x(x+5)}=2 but i'm confused on what the next step would be:/

Answer 2

log(a)+log(b)= log(A*B)

Answer 3

I mean product property

Answer 4

so log (x+5)+log(x)=2
log((x+5)(x))=2
log(x^2+5x)=2

Answer 5

log(x(x+5))=2

Answer 6

need help ?? :)

Answer 7

Yes:/ I'm still a little confused

Answer 8

okay after that you have to change log to exponential form
for example
right side number became exponent of base and move left side number which is x in my example to the right side