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📚 How to find the magnitude and direction of a 3D vector
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What you'll need:
If your vector is v= ⟨v_1,v_2,v_3⟩, its magnitude or length is usually denoted by the symbol ‖v‖ and is computed using the following formula:
‖v‖=√(v_1^2+v_2^2+v_3^2 )
To find the direction angles in 3D whose initial position is at the origin, use:
cosα=v_1/‖v‖ ; cosβ=v_2/‖v‖ ; cosγ=v_3/‖v‖
Q. Find the magnitude and direction of v=⟨√2,5,−7⟩.
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