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The cross product is one way of taking the product of two vectors (the other being the dot product). This method yields a third vector perpendicular to both. Unlike the dot product, it is only defined in (that is, three dimensions). It is commonly used in physics, engineering, vector calculus, and linear algebra. It is defined by the formula where is the unit vector perpendicular to both and . It can be computed other ways as well:

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  • Cross product
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  • The cross product is one way of taking the product of two vectors (the other being the dot product). This method yields a third vector perpendicular to both. Unlike the dot product, it is only defined in (that is, three dimensions). It is commonly used in physics, engineering, vector calculus, and linear algebra. It is defined by the formula where is the unit vector perpendicular to both and . It can be computed other ways as well:
  • The cross product is one way of taking the product of two vectors (the other being the dot product). This method yields a third vector perpendicular to both. It is defined by the formula where is the unit vector perpendicular to both and . It can be computed other ways as well:
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abstract
  • The cross product is one way of taking the product of two vectors (the other being the dot product). This method yields a third vector perpendicular to both. Unlike the dot product, it is only defined in (that is, three dimensions). It is commonly used in physics, engineering, vector calculus, and linear algebra. It is defined by the formula where is the unit vector perpendicular to both and . It can be computed other ways as well:
  • The cross product is one way of taking the product of two vectors (the other being the dot product). This method yields a third vector perpendicular to both. It is defined by the formula where is the unit vector perpendicular to both and . It can be computed other ways as well:
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