The solution of `sinx + 1 = cosx` such that `0 leq x leq 2pi` is

If sin2x=cos3x and 0 leq x lt pi/2 then x=

Number of solution of sinx cosx-3cosx+4sinx-13 gt 0 in [0,2pi] is equal to

Number of solution of sinx cosx-3cosx+4sinx-13 gt 0 in [0,2pi] is equal to

Solutions of sin^(-1) (sinx) = sinx are if x in (0, 2pi)

Solutions of sin^(-1) (sinx) = sinx are if x in (0, 2pi)

The number of real solutions (x, y) , where |y| = sin x, y = cos^-1 (cosx),-2pi leq x leq 2pi is

The slope of the tangent to the curve y=e^x cosx is minimum at x= a,0 leq a leq 2pi , then the value of a is

cos9x cos7x=cos5x cos3x; -pi/4 leq x leq pi/4

Solution of |x^2-10|leq6 is

Let 'f is a function, continuous on [0,1] such that f(x) leq sqrt5 AA x in [0,1/2] and f(x) leq 2/x AA x in [1/2,1] then smallest 'a' for which int_0^1 f(x)dx leq a holds for all 'f' is