माना समीकरण 5^(1+(log)_4x)+5^(-1-1(log)_4x)=(26)/5\r\nका हल a और b ,a &gt, b है। ..

Let the solution of the equation 5^(1+(log)_(4)x)+5^(-1-1(log)_(4)x)=(26)/(5) be a and b,a>b, then the value of (a)/(b) is a.an odd number b.a rational number c.an irrational number d.a prime number

log(5+4x)=2log x

log5+log(5x+1)=log(x+5)+1

If log_(1//8)(log_(4)(x^(2)-5))gt0 , then ______.

The value of 3^((log)_4 5)+4^((log)_5 3)-5^((log)_4 3)-3^((log)_5 4) is- a.0 b. 1 c.2 d. none of these

((log)_(5)5)((log)_(4)9)((log)_(3)2) is equal to 2 b.5 c.1 d.(3)/(2)

If x^("log"_(x)(x^(2)-4x +5)) = (x-1) , then x =

If "log"_(a) x xx "log"_(5)a = "log"_(x) 5, a ne 1, a gt 0, " then "x =