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![SOLVED: 3] By using the properties of dot and cross product, prove the following: a) (W X v). 3 = 0. b) (w 3) x (w + 3) = 2(w x w). c) W x (V x U) = (W.U)v (W.V)U .](https://cdn.numerade.com/ask_images/ecbc10f24406464ba2f8b8414ea9a674.jpg "SOLVED: 3] By using the properties of dot and cross product, prove the following: a) (W X v). 3 = 0. b) (w 3) x (w + 3) = 2(w x w). c) W x (V x U) = (W.U)v (W.V)U .")
SOLVED: 3] By using the properties of dot and cross product, prove the following: a) (W X v). 3 = 0. b) (w 3) x (w + 3) = 2(w x w). c) W x (V x U) = (W.U)v (W.V)U .
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SOLVED: By using the properties of dot and cross product, [3 #prove the following (W x 3).3 = 0 (a (W 0) x (w + 3) = 2(w x 3) (b W x (V x U) = (W.i)V (W.V)f (c
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