Question

Use cross products to determine whether the points A, B, and C are collinear. A( - 3,- 2,1), B(1,5,8), and C(4,11,16) Are the points A., B, and C collinear No, because the cross product of the vectors vector AB and vector AC, is not 0. Yes because the cross product of the vectors vector AB and vector AC, is not 0. Yes, because the cross product of the vectors vector AB and vector AC, is 0. NO, because the cross product of the vectors vector AB and vector AC, is O.​

Answer 1

Answer:

Use cross products to determine whether the points A, B, and C are collinear. A( - 3,- 2,1), B(1,5,8), and C(4,11,16) Are the points A., B, and C collinear No, because the cross product of the vectors vector AB and vector AC, is not 0. Yes because the cross product of the vectors vector AB and vector AC, is not 0. Yes, because the cross product of the vectors vector AB and vector AC, is 0. NO, because the cross product of the vectors vector AB and vector AC, is O.

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