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

If log_(4)5 = x and log_(5)6 = y then

If log_(4)5 = x and log_(5)6 = y then

If log_(4)5 = x and log_(5)6 = y then

If log_(4)5=x and log_(5)6=y then

If log_(40)4 = a and log_(40)5 = b , then show that log_(40)16=4(1-a-b) .

If 3+log_(10)x = 2log_(10)y , then express x in terms of y .

If log_(e) (x^(4) y) = a and log_(e) (x^(2) y^(2)) = b, then log_(e) sqrt(y) in terms of a and b is

If x = log_(3) 4 " and " y = log_(5) 3 , find the value of log_(3) 10 " and " log_(3) (1 . 2) in terms of x and y .

Given log_(2)x = m and log_(5) y = n (i) Express 2^(m-3) in terms of x. (ii) Express 5^(3n + 2) in terms of y.

If log_(5) x = a and log_(2) y = a ," find "100^(2a-1) in terms of x and y .