Prove that `(vec(A) +2vec(B)) .(2vec(A) - 3vec(B)) = 2A^(2) +AB cos theta - 6B^(2)`.

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Prove that `(vec(A)+2vec(B)).(2vec(A)-3vec(B))=2A^(2)+AB cos theta-6B^(2)`. Prove that `(vec(A)+2vec(B)).(2vec(A)-3vec(B))=2A^(2)+AB cos theta-6B^(2)`.
Prove that (vec(A)+2vec(B)).(2vec(A)-3vec(B))=2A^(2)+AB cos theta-6B^(2). | 11 | VECTORS | PHYSI... Prove that (vec(A)+2vec(B)).(2vec(A)-3vec(B))=2A^(2)+AB cos theta-6B^(2). | 11 | VECTORS | PHYSI...
Prove that (vec(A) +2vec(B)) .(2vec(A) - 3vec(B)) = 2A^(2) +AB cos theta - 6B^(2). | 11 | VECTO... Prove that (vec(A) +2vec(B)) .(2vec(A) - 3vec(B)) = 2A^(2) +AB cos theta - 6B^(2). | 11 | VECTO...
40 Prove that:(A + 2B)·(2A - 3B) = 2A² + AB cos θ - 6B²This appears to be a vector algebra problem a 40 Prove that:(A + 2B)·(2A - 3B) = 2A² + AB cos θ - 6B²This appears to be a vector algebra problem a
IF BACKBENCHER BECOME TEACHER 😎| MATH TRICKS | SIN,COS,TAN | IF BACKBENCHER BECOME TEACHER 😎| MATH TRICKS | SIN,COS,TAN |
Trigonometry Formulas -2 Trigonometry Formulas -2
Prove that vec AB + vec AC = 2 vec AD, if D is the midpoint of the side BC of a ∆ABC || ExcMATHS Prove that vec AB + vec AC = 2 vec AD, if D is the midpoint of the side BC of a ∆ABC || ExcMATHS
Unit Vec A Dot B = Cos Theta Unit Vec A Dot B = Cos Theta