vec a and vec b are two non-zero vectors such that the projection of vec a on is 0. The angle betwee

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\\(\\vec{a}\\) and \\(\\vec{b}\\) are two non-zero vectors such that the projection of \\(\\vec{.... \\(\\vec{a}\\) and \\(\\vec{b}\\) are two non-zero vectors such that the projection of \\(\\vec{....
vec{a} and vec{b} are two non-zero vectors such that the projection of vec{a} on is 0. The angle bet vec{a} and vec{b} are two non-zero vectors such that the projection of vec{a} on is 0. The angle bet
If ` vec a and vec b` are two non-zero vectors such that `| vec a xx vec b| = vec a . vec b`, t... If ` vec a and vec b` are two non-zero vectors such that `| vec a xx vec b| = vec a . vec b`, t...
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If `vec(A)` and `vec(B)` are two non-zero vectors such that `|vec(A) +vec(B)|=(|vec(A)-vec(B)|)/(2)` If `vec(A)` and `vec(B)` are two non-zero vectors such that `|vec(A) +vec(B)|=(|vec(A)-vec(B)|)/(2)`
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