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Let a = (-8, 0, 4) and b = (-5, 0, 0) be vectors. Find the scalar, vector, and orthogonal projections of b onto a. Scalar Projection: ??? Vector Projection: ( ? , ? , ? ) Orthogonal Projection: ( ? , ? , ? )
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scalar proj: a dot b / magnitude of a = 40/√80 = 4.47 vector proj : (a dot b / magnitude of a squared) * a = 40/80 * (-8, 0, 4) = (-4, 0, 2) orth proj: weird name for the cross product of a and b but i assume thats what you are asked for, a X b = (0, 20, 0)
thanks man
sure thing
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