A vector A is rotated by a small angle delta theta radians which is very very small than 1 i.e. B...

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A vector A is rotated by a small angle del theta A vector A is rotated by a small angle del theta
A vector  A is rotated by small angle Δθ radians to get a new vector B In that case | B – A | is A vector  A is rotated by small angle Δθ radians to get a new vector B In that case | B – A | is
A vector 𝐴 ⃗ is rotated by a small angle, ∆𝜃 (radians) (𝜃≪1) to get a new vector 𝐵 ⃗. In that A vector 𝐴 ⃗ is rotated by a small angle, ∆𝜃 (radians) (𝜃≪1) to get a new vector 𝐵 ⃗. In that
A vector A is rotated by a small angle Δθ radian to get a new vector B In that case A vector A is rotated by a small angle Δθ radian to get a new vector B In that case
A vector `vecA` ur is rotated by a small angle `triangletheta` radian `(triangletheta ltl)` to get A vector `vecA` ur is rotated by a small angle `triangletheta` radian `(triangletheta ltl)` to get
Why use Radians? Why use Radians?
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