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can any one help please. consider the triangle with vertices A(1,2,3), B(1,-1,9), C(13,4,5) find AB ,AC, ABXAC, what is the area of the triangle?
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AB=B-A={0, -3, 6} AC=C-A={12, 2, 2}
\[ AB \times AC=\{-18, 72, 36\} \] Compute the above using determinant.
Area of the triangle ABC is half of the magnitude of AB X AC.
\[ Area = 9 \sqrt{21} \]
thank you but in ther AC isnt (2,2,2) how did you get it (12,2,2)
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AC =C-A=(12,2,2)
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