If `2^("log"_(10) 3sqrt(3)) = 3^(k"log"_(10)2)`, then k =

"If" ("log"_(10)a)/(2) = ("log"_(10)b)/(3) = ("log"_(10)c)/(5) , then bc =

"If" ("log"_(10)a)/(2) = ("log"_(10)b)/(3) = ("log"_(10)c)/(5) , then bc =

If log(3+2sqrt(2))=cosh^(-1)(k) then k =

If "log"_(10) x =y, " then log"_(10^(3))x^(2) equals

If "log"_(10) x =y, " then log"_(10^(3))x^(2) equals

If (log_(5) K) (log_(3) 5) (log_(k) x ) = k , then the value of x if k = 3 is

If log_(10)^(2)=0.3010,log_(10)^(3)=0.4771 then find the approv.value of log_(10)3sqrt((3^(2)x6^(4))/(sqrt(2)))

If log_(10)2= 0.3010 and log_(10)3= 0.4771 , then the value of log_(10)((2^(3) xx 3^(2))/(5^(2))) is

For the system of equation "log"_(10) (x^(3)-x^(2)) = "log"_(5)y^(2) "log"_(10)(y^(3)-y^(2)) = "log"_(5) z^(2) "log"_(10)(z^(3)-z^(2)) = "log"_(5)x^(2) Which of the following is/are true?