Question

log subscript 6 x + log6 (x-5)=2

Answer 1

Use The property :
LogX+LogY=Log(x*Y)
Can U do it now ?

Answer 2

not sure but ill try

Answer 3

Anyway ,Here is The Answer ::
\[\Large Log_{6}x+Log_{6}(x-5)=2\]
Using the Property that i posted :
\[\Large Log_{6}(x*(x-5))=2\]
Change it to Exponential:
\[\Large 6^2=x^2-5x\]
now factorize and solve it and get the value of x.

Answer 4

lost

Answer 5

where ?

Answer 6

i multiplied the logs and got 0.6 put it in for x and the answers werent coming up

Answer 7

Did U follow My Steps ?

Answer 8

:/ yes