where α is a constant and ω = π/6rad s–1. If |vector A + vector B| = √3|vector A – vector B| at time t = τ for the first time

Sahay Sir > Question Answers > where α is a constant and ω = π/6rad s–1. If |vector A + vector B| = √3|vector A - vector B| at time t = τ for the first time
Two vectors vector A and vector B are defined as vector A = ai and vector B = a(cosωti + sinωtj), where α is a constant and ω = π/6rad s–1. If |vector A + vector B| = √3|vector A – vector B| at time t = τ for the first time, the value of t, in seconds, is _____
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Feb
Two vectors vector A and vector B are defined as vector A = ai and vector B = a(cosωti + sinωtj), where α is a constant and ω = π/6rad s–1. If |vector A + vector B| = √3|vector A – vector B| at time t = τ for the first time, the value of [...]
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Tags: in seconds , is _____ , the value of t , Two vectors vector A and vector B are defined as vector A = ai and vector B = a(cosωti + sinωtj) , where α is a constant and ω = π/6rad s–1. If |vector A + vector B| = √3|vector A - vector B| at time t = τ for the first time ,