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Use a graphing utility with vector capabilities to find u x v. u = (-4, 2,...

Use a graphing utility with vector capabilities to find u x v. u = (-4, 2, 4), v = (2, 4, 2) Show that u x v is orthogonal to

Use a graphing utility with vector capabilities to find u x v. u = (-4, 2, 4), v = (2, 4, 2) Show that u x v is orthogonal to both u and v. (u x V) u = (u x V): V =
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Using the graphing utility the result is

u × v= (-12, 16 , -20)

Now we find the other results.

(u × v) • u = 0

(u × v) • v = 0

Hence orthogonal property satisfied.

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