Let r⃗, a⃗, b⃗ and c⃗ be four non-zero vectors such that r⃗·a⃗=0,|r⃗×b⃗|=|r⃗||b⃗| and |r⃗×c⃗|=|r⃗...

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For non-zero vectors a⃗, b⃗, c⃗,|a⃗×b⃗·c⃗|=|a⃗||b⃗||c⃗| holds if and only if; (A) a⃗·b⃗=0, b⃗·c⃗=...

For non zero vectors a,b,c |(axb).c| = |a||b||c| holds if and only if/jee test series vector algebra

Let a,b,c be three non zero vectors such that collinear|JEE|Main|2024|session 1|29 Feb| Shift 1|NTA

Given two non-zero vectors a and b, such that |a - b| = |a + b|, find the value of a b.

Let a=î+ĵ and b=2 î-k̂. The point of intersection of the lines r⃗×a⃗=b⃗×a⃗ and r⃗×b⃗=a⃗×b⃗ is (1)...

4–3. Given the three nonzero vectors A, B, and C, showthat #Statics

Let a and b be two vectors such that |a |=1,|b |=4, and a ⋅b ⃗=2. If c ⃗=(2a ⃗×b ⃗)-3b ⃗ and the

If  a→,b→,c→ and  d→ are four non-zero vectors such that a→&t....