find the true set of values of p for which the equation : `p 2^(cos^2 x) + p 2^(-cos^2 x) - 2 = 0`

Find the set of values of 'a' for which the equation 2cos^-1 x = a+a^2(cos^-1 x)^-1 posses a solution

Find the set of values of a for which the equation 2cos^-1 x = a+a^2(cos^-1 x)^-1 posses a solution

The true set of values of p for which the equation cos^(-1)((1)/(1+cos^(2)x))=(p pi)/(3) have a solution is

Find the set of value of 'a' for which the equation 2 cos^(-1) x=a +a^(2) (cos^(-1) x)^(-1) posses a solution.

Find the values of p for which the equation 1+p sin x=p^(2)-sin^(2)x has a solution

The smallest positive real value of p for which the equation cos (p sin x) = sin (p cos x) has a solution where x in [0, 2pi] is

Find the smallest positive number p for which the equation cos (p sin x) = sin (p cos x) has a solution x in [0,2pi] .

Find the smallest positive number p for which the equation cos (p sin x) = sin (p cos x) has a solution x in [0,2pi] .

The set of values of p for which roots of the equation 3x ^(2) + 2x +p (p-1) =0 are of opposite sign is

Find the smallest positive number p for which the equation cos (p sinx) = sin ( p cos x) has a solution when x in [0,2pi].