If a⃗, b⃗ and c⃗ are unit vectors satisfying |a⃗-b⃗|^2+|b⃗-c⃗|^2+|c⃗-a⃗|^2=9, then |2 a⃗+5 b⃗+5 c...

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If a⃗, b⃗ and c⃗ are unit vectors satisfying |a⃗-b⃗|^2+|b⃗-c⃗|^2+|c⃗-a⃗|^2=9, then |2 a⃗+5 b⃗+5 c... If a⃗, b⃗ and c⃗ are unit vectors satisfying |a⃗-b⃗|^2+|b⃗-c⃗|^2+|c⃗-a⃗|^2=9, then |2 a⃗+5 b⃗+5 c...
If 𝐚, 𝐛 and c are unit vectors satisfying |𝐚-𝐛|^2+|𝐛-𝐜|^2+|c-a|^2=9, then |2 a+5 b+5 c| is ... If 𝐚, 𝐛 and c are unit vectors satisfying |𝐚-𝐛|^2+|𝐛-𝐜|^2+|c-a|^2=9, then |2 a+5 b+5 c| is ...
The magnitude of vectors A⃗, B⃗ and C⃗ are 3,4 and 5 units respectively. If A⃗+B⃗=C⃗, the angle b... The magnitude of vectors A⃗, B⃗ and C⃗ are 3,4 and 5 units respectively. If A⃗+B⃗=C⃗, the angle b...
Reciprocal sets of vectors | To prove a⃗ Reciprocal sets of vectors | To prove a⃗ '= (b⃗×c⃗)/(a⃗.b⃗×c⃗ ), b⃗ '=(c⃗×a⃗)/(a⃗.b⃗×c⃗ ) |
If 𝐚, 𝐛 and 𝐜 are unit vectors satisfying |𝐚-𝐛|^2+|𝐛-𝐜|^2+|𝐜-𝐚|^2=9, then |2 𝐚+5 𝐛+5 �... If 𝐚, 𝐛 and 𝐜 are unit vectors satisfying |𝐚-𝐛|^2+|𝐛-𝐜|^2+|𝐜-𝐚|^2=9, then |2 𝐚+5 𝐛+5 �...
Three vectors A⃗, B⃗, C⃗ satisfy the relation A⃗·B⃗=0 and A⃗·C⃗=0. The vector A⃗ is parallel to (... Three vectors A⃗, B⃗, C⃗ satisfy the relation A⃗·B⃗=0 and A⃗·C⃗=0. The vector A⃗ is parallel to (...
If a⃗, b⃗ and c⃗ are three mutually perpendicular vectors, then the vector which is equally incli... If a⃗, b⃗ and c⃗ are three mutually perpendicular vectors, then the vector which is equally incli...
If ` vec a, vec b and vec c` are unit vectors satisfying the condition `vec a + vec b + vec c =... If ` vec a, vec b and vec c` are unit vectors satisfying the condition `vec a + vec b + vec c =...