Prove that :
(ii) `log(1+2+3) = log1 + log2 + log3`.

Prove that log(1+2+3)=log1+log2+log3

Prove that log(1+2+3)=log1+log2+log3

Prove that log(1+2+3)=log1+log2+log3

solve 5^(x)+5^(2-x)=26 and prove that log(1+2+3)=log1+log2+log3

Prove that log_2 log_3 9=1

Prove that log_3 log_2 8=1

Prove that (i) log_(2)log_(2)log_(2)16=1

Prove that log5040 = 4log2 + 2log3 + log5 + log7

Prove that log_2 log_(sqrt2) log_3^9=1

(i) If log(a + 1) = log(4a - 3) - log 3, find a. (ii) If 2 log y - log x - 3 = 0, express x in termss of y. (iii) Prove that : log_(10) 125 = 3(1 - log_(10)2) .