If `"log"_(x) (4x^("log"_(5)x) + 5) = 2 "log"_(5)x`, then x equals to

If 3 +"log"_(5)x = 2"log"_(25) y , then x equals to

If 3 +"log"_(5)x = 2"log"_(25) y , then x equals to

If log_(x)(4x^(log_(5)(x))+5)=2log_(5)x, then x equals to

If "log"_(4) 5 = x " and log"_(5) 6 = y, " then log"_(2) 3 is equal to

If "log"_(4) 5 = x " and log"_(5) 6 = y, " then log"_(2) 3 is equal to

Let x_(1) and x_(2) be two solutions of the equalition log_(x)(3x^(log_(5)x)+4) = 2log_(5)x , then the product x_(1)x_(2) is equal to

If 5^(3x^(2)"log"_(10)2) = 2^((x + (1)/(2))"log"_(10) 25) , then x equals to

If 5^(3x^(2)"log"_(10)2) = 2^((x + (1)/(2))"log"_(10) 25) , then x equals to