For any vector a⃗, the value of (a⃗×î)^2+(a⃗×ĵ)^2+(a⃗×k̂)^2 is equal to (A) a⃗^2 (B) 3 a⃗^2 (C) 4...

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If a⃗ is any non-zero vector, then (a⃗·î) î+(a⃗·ĵ) ĵ+(a⃗·k̂) k̂ equals let a⃗=a_1+b_1+c_1k̂ ... If a⃗ is any non-zero vector, then (a⃗·î) î+(a⃗·ĵ) ĵ+(a⃗·k̂) k̂ equals let a⃗=a_1+b_1+c_1k̂ ...
Compute the magnitude of the following vectors; a⃗=î+ĵ+k̂ ; b⃗=2 î-7 ĵ-3 k̂ ; c⃗=1/√(3)î... Compute the magnitude of the following vectors; a⃗=î+ĵ+k̂ ; b⃗=2 î-7 ĵ-3 k̂ ; c⃗=1/√(3)î...
Angle between diagonals of a parallelogram whose side are represented by a⃗=2 î+ĵ+k̂ and b⃗=î-ĵ-k... Angle between diagonals of a parallelogram whose side are represented by a⃗=2 î+ĵ+k̂ and b⃗=î-ĵ-k...
Two vectors are given by A⃗=(3 î+ĵ+3 k̂) and B⃗=(3 î+5 ĵ-2 k̂). Find the third vector C⃗ if A⃗+3 ... Two vectors are given by A⃗=(3 î+ĵ+3 k̂) and B⃗=(3 î+5 ĵ-2 k̂). Find the third vector C⃗ if A⃗+3 ...
The area of the parallelogram represented by the vectors A⃗=2 î+3 ĵ and B⃗=î+4 ĵ is [Similar Kera... The area of the parallelogram represented by the vectors A⃗=2 î+3 ĵ and B⃗=î+4 ĵ is [Similar Kera...
XII Vectors For any vector a, show that |a × i|^2 + |a × j|^2 + |a × k| ^2 = 2 |a|^2 XII Vectors For any vector a, show that |a × i|^2 + |a × j|^2 + |a × k| ^2 = 2 |a|^2
The magnitude of area of the parallelogram formed by the adjacent sides of vectors A⃗=3 î+2 ĵ and... The magnitude of area of the parallelogram formed by the adjacent sides of vectors A⃗=3 î+2 ĵ and...
Let 𝐚=3 𝐢̂+2 𝐣̂+2 𝐤̂ and 𝐛=𝐢̂+2 𝐣̂-2 𝐤̂ be two vectors. If a vector perpendicular to both... Let 𝐚=3 𝐢̂+2 𝐣̂+2 𝐤̂ and 𝐛=𝐢̂+2 𝐣̂-2 𝐤̂ be two vectors. If a vector perpendicular to both...