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11 May, 15:10

If A = (6i-8j) units; B = (-8i - 3j) units, and c = (26i-19j) units determine a and b such that a A + bB+C = 0

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  1. 11 May, 15:11
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    24i - 30j

    Step-by-step explanation:

    This question involves resolution of vectors

    a + b + c = 0

    A = 6i - 8j

    B = - 8i - 3j

    C = 26i - 19j

    a + b + c = [ (6i - 8j) + (-8i - 3j) + (26i - 19j) ]

    Collect like terms

    [ (6i - 8i + 26i) + (-8j - 3j - 19j) ] =

    24i - 30j
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