1.Let V⃗(θ)=(cosθ+secθ)a^+(cosθ−secθ)b^\vec{V}(\theta) = (\cos\theta + \sec\theta)\hat{a} + (\cos\theta - \sec\theta)\hat{b}V(θ)=(cosθ+secθ)a^+(cosθ−secθ)b^, where a^\hat{a}a^ and b^\hat{b}b^ are unit vectors and the angle between a^\hat{a}a^ and b^\hat{b}b^ is 60∘60^\circ60∘, then the minimum value of ∣V⃗∣|\vec{V}|∣V∣ is equal toa.000b.111c.3\sqrt{3}3d.222Login to continueOnly logged in users canattempt or see the solution.