What is the cross product of $[- 3, 5, - 3]$ $[-3, 5, -3]$ and $[1, - 3, 2]$ $[1, -3, 2]$ ?

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What is the cross product of $[- 3, 5, - 3]$ $[-3, 5, -3]$ and $[1, - 3, 2]$ $[1, -3, 2]$ ?

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Answer 1 · 2015-12-24T21:13:42

$(1, 3, 4)$ $(1,3,4)$

Explanation:

The cross product is calculating 3 determinants and putting each of them at an entry of the result.

$(- 3, 5, - 3) \land (1, - 3, 2) = (5 \cdot 2 - (- 3) \cdot (- 3), - 3 \cdot 1 - 2 \cdot (- 3), (- 3) \cdot (- 3) - 5 \cdot 1)$ $(-3,5,-3) ^^ (1,-3,2) = (5*2 - (-3)*(-3),-3*1 - 2*(-3),(-3)*(-3)-5*1)$

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What is the cross product of $[- 3, 5, - 3]$ $[-3, 5, -3]$ and $[1, - 3, 2]$ $[1, -3, 2]$ ?

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Explanation:

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Science

Math

Humanities

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What is the cross product of [−3,5,−3][-3, 5, -3] and [1,−3,2][1, -3, 2] ?

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Explanation:

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What is the cross product of $[- 3, 5, - 3]$ $[-3, 5, -3]$ and $[1, - 3, 2]$ $[1, -3, 2]$ ?