Given that the forces $\mathbf { F } _ { 1 } = \langle - 10,3 \rangle$ , $\mathbf { F } _ { 2 } = \langle - 4,1 \rangle$ and $$\mathbf { F } _ { ] } = \langle 4 , - 10 \rangle$$ are acting on a point $P$ , find the resultant force, magnitude and the additional force required in order for the forces to be in equilibrium.

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The Answer of Given that the forces $\mathbf { F } _ { 1 } = \langle - 10,3 \rangle$ , $\mathbf { F } _ { 2 } = \langle - 4,1 \rangle$ and $$\mathbf { F } _ { ] } = \langle 4 , - 10 \rangle$$ are acting on a point $P$ , find the resultant force, magnitude and the additional force required in order for the forces to be in equilibrium.

Given That the Forces F1=⟨−10,3⟩\mathbf { F } _ { 1 } = \langle - 10,3 \rangleF1​=⟨−10,3⟩

Given That the Forces $\mathbf { F } _ { 1 } = \langle - 10,3 \rangle$