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6. Consider vectors à = [4, –2,3] ,b = [-2,5, –3] and d = [-6,2,8] a) find a single vector equivalent to 2(ã – Ď) –č 2 b) find |2(ã – 5) –| c) find a unit vector that is collinear to 2(å – b) -

6. Consider vectors à = [4, –2,3] ,b = [-2,5, –3] and d = [-6,2,8] a) find a single vector equivalent to 2(ã – Ď) –č 2 b) find |2(ã – 5) –| c) find a unit vector that is collinear to 2(å – b) -

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Consider vectors ?⃗ = [4, −2,3] , ?⃗⃗ = [−2,5, −3] and ?⃗ = [−6,2,8]

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6. Consider vectors å = [4, –2,3] , B = [-2,5, –3] and i = [-6,2,8] a) find a single vector equivalent to 2(d – B) - b) find |2(ã – B) –| c) find a unit vector that is collinear to 2(å – B) -
Transcribed Image Text:6. Consider vectors å = [4, –2,3] , B = [-2,5, –3] and i = [-6,2,8] a) find a single vector equivalent to 2(d – B) - b) find |2(ã – B) –| c) find a unit vector that is collinear to 2(å – B) -
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