The triple vector products (u v) w and u (v w) are usually not equal, although the formulas for evaluating them from components are similar Verify each formula for the following vectors by evaluating its two sides and comparing the results (u X v) X w (uw)v (vw)u u x (v x w) (uw)v (u v)w

Question: The triple vector products (u * v) * w and u * (v * w) are usually not equal, although the formulas for evaluating them

The triple vector products (u * v) * w and u * (v * w) are usually not equal, although the formulas for evaluating them from components are similar: (u X v) X w = (uw)v (vw)u. u x (v x

Verify each formula for the following vectors by evaluating its two sides and comparing the results. w) = (uw)v - (u.v)w.

(u X v) X w = (uw)v (vw)u. u x (v x w) = (uw)v - (u.v)w.

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