Equation `(log)_4(3-x)+(log)_(0. 25)(3+x)=(log)_4(1-x)+(log)_(0. 25)(2x+1)h a s` (a) only one prime solution (b) two real solutions (c) no real solution (d) none of these

The equation log_4(2-x)+log_(0.25)(2+x)=log_4(1-x)+log_(0.25)(2x+1) has

The equation (log)_(x+1)(x- .5)=(log)_(x-0. 5)(x+1) has (A) two real solutions (B) no prime solution (C) one integral solution (D) no irrational solution

The equation x3/4(log2x)^2 + log2x - 5/4 = √2 has (a) at least one real solution (b) exactly three real solutions (c) exactly one irrational solution (d) complex roots

The equation x^((3/4)(log_2 x)^2 + (log_2 x) - (5/4))=sqrt(2) has (1) at least one real solution (2) exactly three solutions (3) exactly one irrational solution (4) complex roots

Solve (log)_4 8+(log)_4(x+3)-(log)_4(x-1)=2.

Solve (log_(3)x)(log_(5)9)- log_x 25 + log_(3) 2 = log_(3) 54 .

Solve: 4(log)_(x/2)(sqrt(x))+2(log)_(4x)(x^2)=3(log)_(2x)(x^3)dot

The equation |((1+x)^2,(1-x)^2,-(2+x^2)),(2x+1,3x,1-5x),(x+1,2x,2-3x)|+|((1+x)^2,2x+1,x+1),((1-x)^2,3x,2x),(1-2x,3x-2,2x-3)|=0 has has (a) no real solution (b) 4 real solutions (c) two real and two non-real solutions (d) infinite number of solutions, real or non-real

Solve : (log)_(0. 3)(x^2-x+1)>0

Solve : 2(log)_3x-4(log)_x 27lt=5 (x >1)