log(6x+5)=2
use the log property \(\Large \log_ab=c \implies b =a^c \)
here, the base of log is 10 , since its not mentioned so, take a=10
b= 6x+5 and c=2
So It Becomes Kinda Like This log10 (6x+5)=2?
\(\log (6x+5)=2\) and \(\log_{10} (6x+5)=2\) are same
6x+5=10^2 ?
correct! find x from there
Wait Thats All I Do? But Thats Too Easy Are You Sure?
yep, you asked an easy question :)
you still need to find x though :P
Thank You So Its Like This: 6x+5=10^2 6x+5=100 -5 -5 6x=95 /6 x=15.833
http://www.wolframalpha.com/input/?i=solve+log%286x%2B5%29%3D2+ this will also help
yep, thats correct! :) you did it
@hartnn u are great
Thank You
not actually haseeb, but thanks :) welcome Lanna ^_^
Join our real-time social learning platform and learn together with your friends!