Three vectors that are neither parallel nor anti parallel


Three vectors that are neither parallel nor anti parallel can be arranged to form a triangle if they sum to (0, 0).

(a) Find what vector forms a triangle with (0, 3) and (3, 0)?

(b) If you multiply all three vectors by the scalar 2, do they still form a triangle?

(c) Explain what if you multiply them by the scalar a?

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Physics: Three vectors that are neither parallel nor anti parallel
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