Determine two vectors that are orthogonal to both c= [4, 6, -1] and d= [-2, 10, 11]

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Determine two vectors that are orthogonal to both c= [4, 6, -1] and d= [-2, 10, 11]

[From: ] [author: ] [Date: 12-05-30] [Hit: ]

such as 2.This will give you a parallel vector to c x d that is still orthogonal to c and d.......

I don't know how to do this please help. Thanks in advance

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Find the cross product of c and d and you will get one vector that is orthogonal to both c and d. This is the definition of the cross product.

To get a second vector, all you have to do is multiply the first vector you obtained from the cross product by any number, such as 2. This will give you a parallel vector to c x d that is still orthogonal to c and d.

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