Mathematics, 10.10.2021 14:10 brookesquibbs

Consider the following vectors. u = i + 4 j − 2 k, v = 4 i − j, w = 6 i + 7 j − 4 k
Find the scalar triple product u · (v ⨯ w).
u · (v ⨯ w) =
Are the given vectors coplanar?
Yes, they are coplanar.
No, they are not coplanar.
Need Help? Read It

Consider the following vectors.

u = i + 4 j − 2 k, v = 4 i − j, w = 6 i + 7 j − 4 k
Find the scal

Answers: 1

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Consider the following vectors. u = i + 4 j − 2 k, v = 4 i − j, w = 6 i + 7 j − 4 k
Find the...

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Consider the following vectors. u = i + 4 j − 2 k, v = 4 i − j, w = 6 i + 7 j − 4 k Find the scalar triple product u · (v ⨯ w). u · (v ⨯ w) = Are the given vectors coplanar? Yes, they are coplanar. No, they are not coplanar. Need Help? Read It

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Another question on Mathematics

Consider the following vectors. u = i + 4 j − 2 k, v = 4 i − j, w = 6 i + 7 j − 4 k
Find the scalar triple product u · (v ⨯ w).
u · (v ⨯ w) =
Are the given vectors coplanar?
Yes, they are coplanar.
No, they are not coplanar.
Need Help? Read It