METHOD:
- For two logarithms of the same base, if logam=logan , then m = n .
- Convert to index form, if logam=n , then m = an.
Example 1
Solve the following equation:
(a) log32+log3(x+5)=log3(3x−1)
(b) log28x−3=log2(2x−1)
(c) 3logx2+2logx4−logx256=−1



Solve the following equation:
(a) log32+log3(x+5)=log3(3x−1)
(b) log28x−3=log2(2x−1)
(c) 3logx2+2logx4−logx256=−1


