1.Force F⃗\vec{F}F applied on a body is written as F⃗=(n^⋅F⃗)n^+G⃗\vec{F} = (\hat{n} \cdot \vec{F}) \hat{n} + \vec{G}F=(n^⋅F)n^+G, where n^\hat{n}n^ is a unit vector. The vector G⃗\vec{G}G is equal toa.n^×F⃗\hat{n} \times \vec{F}n^×Fb.n^×(n^×F⃗)\hat{n} \times (\hat{n} \times \vec{F})n^×(n^×F)c.(n^×F⃗)×F⃗/F(\hat{n} \times \vec{F}) \times \vec{F} / F(n^×F)×F/Fd.(n^×F⃗)×n^(\hat{n} \times \vec{F}) \times \hat{n}(n^×F)×n^Login to continueOnly logged in users canattempt or see the solution.
