1.Forces F⃗1,F⃗2,F⃗3,…,F⃗n\vec{F}_1, \vec{F}_2, \vec{F}_3, \ldots, \vec{F}_nF1,F2,F3,…,Fn act on a particle and keep it in equilibrium. If F⃗1\vec{F}_1F1 is now removed, the acceleration of the particle isa.F⃗1m\dfrac{\vec{F}_1}{m}mF1b.−F⃗1m\dfrac{-\vec{F}_1}{m}m−F1c.F⃗2+F⃗3+⋯+F⃗n−F⃗1m\dfrac{\vec{F}_2 + \vec{F}_3 + \cdots + \vec{F}_n - \vec{F}_1}{m}mF2+F3+⋯+Fn−F1d.∑F⃗im\dfrac{\sum \vec{F}_i}{m}m∑FiLogin to continueOnly logged in users canattempt or see the solution.
