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

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SUMMARY

The discussion focuses on the calculation of angular displacement for a body rotating at uniform angular velocity. The angular displacement can be expressed as the product of angular velocity (ω) and time (t), leading to the formula θ = ωt. Additionally, for a body making N revolutions per second, the angular velocity in radians per second is calculated as ω = N × 2π. This ensures that all units are correctly represented for full marks in physics assessments.

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  • Understanding of angular displacement and its relationship to angular velocity
  • Familiarity with the concept of revolutions and radians
  • Basic knowledge of physics formulas and units
  • Ability to manipulate equations involving time and angular measurements
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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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