If a body is rotating at uniform angular velocity then in t sec , the angular displac

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When a body rotates at uniform angular velocity, the angular displacement over time t can be expressed as θ = ωt, where ω represents angular velocity. For a body making N revolutions per second, the angular velocity in radians per second is calculated as ω = N * 2π. The discussion emphasizes the importance of including units in calculations for clarity and accuracy. Properly stating the formulas and units is crucial for achieving full marks in related assessments. Understanding these concepts is essential for analyzing rotational motion effectively.
manal950
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1 )

If a body is rotating at uniform angular velocity then in t sec , the angular displacement is ...
(complete )

my answer the angular displacement is increase .

2 ) If a body is making N revolutions in one second then its angular velocity in rad/sec is

my answer the angular displacement is increase N 2Pi
 
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answer 2 is correct because 1 rotation is 2pi radians
 


manal950 said:
1 )

If a body is rotating at uniform angular velocity then in t sec , the angular displacement is ...
(complete )

my answer the angular displacement is increase .
You should be able to state it as a formula. Choose a letter to represent the angular velocity (ω is traditional).
2 ) If a body is making N revolutions in one second then its angular velocity in rad/sec is

my answer the angular displacement is increase N 2Pi

Your answer should include all the required units for full marks. Velocity is expressed as a distance measure divided by a time measure (for example: m/s).
 
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