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All particles of a rotating body have the same although their linear movements vary directly with their distances from the axis of rotation. A) none angular displacement angular acceleration linear acceleration E) angular velocity

All particles of a rotating body have the same although their linear movements vary directly with their distances from the axis of rotation. A) none angular displacement angular acceleration linear acceleration E) angular velocity

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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All particles of a rotating body have the same although their linear movements vary directly with their distances from the axis of rotation. A none B) angular displacement angular acceleration linear acceleration E) angular velocity
Transcribed Image Text:All particles of a rotating body have the same although their linear movements vary directly with their distances from the axis of rotation. A none B) angular displacement angular acceleration linear acceleration E) angular velocity
The motion of a particle is given by the relation a = 6t, wheret is in sec and a in m/s2. If s = %3D 8m and v = 4m/s when t = 1s, determine the s - a equation. A S = (a/6)3 + a/6 – 1 В S = (a/6)3 + a/6 + 6 s = (s/a)1/3 + a/6 + 6 D s = (s/a)3 – a/6 + 6 E none
Transcribed Image Text:The motion of a particle is given by the relation a = 6t, wheret is in sec and a in m/s2. If s = %3D 8m and v = 4m/s when t = 1s, determine the s - a equation. A S = (a/6)3 + a/6 – 1 В S = (a/6)3 + a/6 + 6 s = (s/a)1/3 + a/6 + 6 D s = (s/a)3 – a/6 + 6 E none
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