How do you condense #3 logy3 + logy 2#?

1 Answer
May 24, 2018

Answer:

See below

Explanation:

I think you wanted to write #3logy^3+logy^2#

In that case, by logarithm rules

#3·3logy+2logy=9logy+2logy=11logy=logy^11#

If you write, exactly that you want, then, by logarithm rules

#3logy+log3+logy+log2=4logy+log3+log2#

The rules we have used are

#logx·y=logx+logy#
#logx^y=ylogx#