Physics

Physics

Problem

Two forces act on a particle: F⃗1=4i^−3j^+2k^  N\vec F_{1}=4\hat i-3\hat j+2\hat k\;\text{N} and F⃗2=−6i^+5j^−k^  N\vec F_{2}=-6\hat i+5\hat j-\hat k\;\text{N}. A third force F⃗3\vec F_{3} is applied so that the particle remains in translational equilibrium. Which of the following gives the components of F⃗3\vec F_{3}? a) −2i^+2j^+k^  N-2\hat i+2\hat j+\hat k\;\text{N} b) −2i^−2j^−k^  N-2\hat i-2\hat j-\hat k\;\text{N} c) 2i^−2j^−k^  N2\hat i-2\hat j-\hat k\;\text{N} d) 2i^−2j^+k^  N2\hat i-2\hat j+\hat k\;\text{N}

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