Different particles on a rigid body have different linear speeds and tangential accelerations while their angular velocities and angular accelerations are the same.
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Linear speeds and tangential accelerations depend on where the body is relative to the axis of rotation while angular velocities and angular accelerations do not. This can be quickly seen by looking at their formulas.
Angular velocity: ω = d t d ϑ Angular acceleration: α = d t d ω
Linear speed: v = ω x R Tangential Acceleration: a = d t d v = α x R