If `log_4 5=x` and `log_5 6` =y then

If log_(a)5=x and log_(a)7=y , then log_(a)sqrt(1,4)=

If a=log_(4)5 and b=log_(5)6, then log_(2)3=

If a=log_(4)5 and b=log_(5)6 then log_(2)3 is

If log_(12)18=x and log_(24)4=y then find the value of xy-(2x+5y)+4

If log_(40) 4 = x and log_(40) 5 = y , then express log_(40)32 in terms of x and y.

If x= log_(5)3 and y = log_(5)8 then log_(5)24 in terms of x,y is equal to _______

If log_12 18=x, log_24 4=y then the value of xy-(2x+5y)+4 is

If log_(12)6=x,log_(24)54=y, then find the value of xy+(5x-2y)+4

If x=log_(3)4 and y=log_(5)3, find the value of log_(3)10 and log_(3)backslash(6)/(5) in terms of x and y.

A line x=lamda intersects the graph of y=log_5 x and y=log_5(x+4) .The distance between the point of intersection is 0.5. Given lamda=a+sqrtb ,where a and b are integers , the value of (a+b) is