If a⃗, b⃗, c⃗ are unit vectors such that a⃗·b⃗=0=a⃗·c⃗ and the angle between b⃗ and c⃗ is π/3, th...

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If a⃗, b⃗, c⃗ are unit vectors such that a⃗+b⃗+c⃗=0, then the value of a⃗·b⃗+b⃗·c⃗+c⃗·a⃗ is (A) 1... If a⃗, b⃗, c⃗ are unit vectors such that a⃗+b⃗+c⃗=0, then the value of a⃗·b⃗+b⃗·c⃗+c⃗·a⃗ is (A) 1...
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The angle between vectors (A⃗×B⃗) and (B⃗×A⃗) is [WB-JEE 2009] (a) Zero (b) π (c) π / 4 (d) π / 2 The angle between vectors (A⃗×B⃗) and (B⃗×A⃗) is [WB-JEE 2009] (a) Zero (b) π (c) π / 4 (d) π / 2
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Walter Lewin explains the properties of vector cross product Walter Lewin explains the properties of vector cross product
If a, b, are unit vectors such that a+b is also a unit vector then the angle between the vectors ... If a, b, are unit vectors such that a+b is also a unit vector then the angle between the vectors ...