In the triangle $A B C$, the angle $\angle B A C$ is a root of the equation $$\sqrt { 3 } \cos x + \sin x = 1 / 2$$ Then the triangle $A B C$ is (A) obtuse angled (B) right angled (C) acute angled but not equilateral (D) equilateral
In the triangle $A B C$, the angle $\angle B A C$ is a root of the equation
$$\sqrt { 3 } \cos x + \sin x = 1 / 2$$
Then the triangle $A B C$ is\\
(A) obtuse angled\\
(B) right angled\\
(C) acute angled but not equilateral\\
(D) equilateral