Show that ∀ V_i ^→ and V_j ^→ : V_i ^→ ∧[V_j ^→ ∧(V_j ^→ ∧V_i ^→ )]=−V_j ^→ ∧[V_i ^→ ∧(V_i ^→ ∧V


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Question Number 159109 by mathocean1 last updated on 13/Nov/21

$S h o w t h a t \forall {\vec{V}}_{i} a n d {\vec{V}}_{j} :$ ${\vec{V}}_{i} \land [{\vec{V}}_{j} \land ({\vec{V}}_{j} \land {\vec{V}}_{i})] = - {\vec{V}}_{j} \land [{\vec{V}}_{i} \land ({\vec{V}}_{i} \land {\vec{V}}_{j})]$
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