`1/3log_3M+3log_3N=1+log_0. 0085`

If 1/3log_(3)M+3log_(3)N=1+log_(0.008)5 , then

If 1/3(log)_3M+3(log)_3N=1+(log)_(0. 008)5, then

If (1)/(3)log_(3)M+3log_(3)N=1+log_(0.008)5, then M^(9)=(9)/(N)(b)N^(9)=(9)/(M)M^(3)=(3)/(N)(d)N^(9)=(3)/(M)

If (1)/(3)log_(3)M+3log_(3)N=1+log_(0.008)5, then M^(9)(9)/(N) b.N^(9)=(9)/(M) c.M^(3)=(3)/(N) d.N^(9)=(3)/(M)

If 1/2 log_(3)M + 3log_(3)N = 1 , then express M in terms of N.

Express M in terms of N: 1/2 log_(3) M +log_(3)N=1

let N =(log_(3) 135/log_(15) 3) - (log_(3) 5/log_(405) 3) , then N equals

Which of the following is(are) non-negative ? a. log_3(log_(1/7) (1/6)), b. 5^(log_2 3- 7^log_3 2, c. (log_(10) 5)^2-(log_(10) 2)^2+log_(10) 4-1, d. (log_(0.01)2)^(1/3)

If log_2 log_3 log_4 (x+1) =0, then x is :-

let N =(log_(3) 135/log_(15) 3) - (log_(3) 5/log_(405) 3)