The equation `sinx+x cos x=0` has atleast one root in the interval.

The equation sin x+x cos x=0 has at least one root in

The equation sin x + x cos x = 0 has at least one root in

Equations sinx+cos x = 2has

In which of the following cases the given equations has atleast one root in the indicated interval x-cos x=0 in (0,(pi)/(2))

If f(x)=1+x^(m)(x-1)^(n), m , n in N , then f'(x)=0 has atleast one root in the interval

In which of the following cases the given equations has atleast one root in the indicated interval?

For which values of 'a' so that the equation x^(2)+(3-2a)x+a=0 has exactly one root in the interval (-1,2)

The equation 3x^(2)+4ax+b=0 has atleast one root in (0, 1) if :