(a⋅b)2−[(a×b)×b]⋅a=(a⋅b)2−[b(a⋅b)−a(b⋅b)]⋅a=(a⋅b)2−[(a⋅b)(a⋅b)−(a⋅a)(b⋅b)]=(a⋅b)2−[(a⋅b)2−a2b2]=a2b2(a\sdot b)^2-[(a\times b)\times b]\sdot a=(a\sdot b)^2-[b (a\sdot b)-a(b\sdot b)]\sdot a =(a\sdot b)^2-[(a\sdot b)(a\sdot b)-(a\sdot a)(b\sdot b)]=(a\sdot b)^2-[(a\sdot b)^2-a^2b^2]=a^2b^2(a⋅b)2−[(a×b)×b]⋅a=(a⋅b)2−[b(a⋅b)−a(b⋅b)]⋅a=(a⋅b)2−[(a⋅b)(a⋅b)−(a⋅a)(b⋅b)]=(a⋅b)2−[(a⋅b)2−a2b2]=a2b2
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