which of the following is not equal to `4^(log_x3)`

If x=log_(a)(bc),y=log_(b)(ca)" and "z=log_(c)(ab) , then which of the following is equal to 1 ?

If x=log_(a)bc, y=log_(b)ac and z=log_(c)ab then which of the following is equal to unity ?

If x=log_(a)bc, y=log_(b)ac and z=log_(c)ab then which of the following is equal to unity ?

For the equation x^((3)/(4)(log 2 x)^(2)+log 2(x)-(5)/(4))=sqrt(2) which one of the following is not true?

Find all values of x for which the following equalities hold true? (a) ( log)_(2)x^(2)=1 (b) (log)_(3)x=(log)_(3)(2-x)(c)(log)_(4)x^(2)=(log)_(3)x(d)(log)_(1/2)(2x+1)=(log)_(1/2)(x+1)(e)(log)_(1/3)(x^(2)+8)=-2

Solve the following equations. (iii) 2.x^(log_(4)3)+3^(log_4x)=27

Solve the following equations. (iii) 2.x^(log_(4)3)+3^(log_4x)=27

Solve the following equations. (iii) 2.x^(log_(4)3)+3^(log_4x)=27

Solve following log equation log^(2)x-3log x=log(x^(2))-4