Question

Log8(x+6)-log8(x)=log8(66)

Answer 1

\[\log_8(x+6)-\log_8x=\log_866\]
\[\log_8(\frac{ x+6 }{ x })=\log_866\]
using the fact that.
\[\log_ab=x\] is the same as writing \[a^x=b\]
\[\frac{ x+6 }{ x }=8^{\log_866}\]
\[\frac{ x+6 }{ x } = 66\]
\[x+6=66x\]
\[x=\frac{ 6 }{ 65 }\]

Answer 2

do you understand what i have done??

Answer 3

Ya thanks

Answer 4

yw..

Answer 5

NICELY SOLVE..............

Answer 6

thank you...