Find the values of x for which log(2-x)(3x + 1) is positive.
If log303 = a and log305 = b, find log308 in terms of a and b.
Find the coefficient of xn in the expansion of log (1 + x + x2)
The set of all solutions of the inequality contains the sets
The set of all the solutions of the inequality
If log3 x + log3 y = 2 + log3 2 and log3 (x + y) = 2 then
The set of all solutions of the equation
then the value of log30 8
then the value of ab + 5(a – b) is