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The MCQ: If &theta is angular displacement, &Omega angular velocity and &alpha is angular acceleration, then by appropriate kinematic equation, &Omegat-1/2&alphat2=; "Relationship with Constant Angular Acceleration MCQ" App Download [Free] with answers: θ, θ-θo, θ+θo, and &thetao to study online certification courses. Practice Relationship with Constant Angular Acceleration Quiz Questions, download Apple Book (Free Chapter) to enroll in online colleges.

Relationship with Constant Angular Acceleration MCQs PDF Download – Prep Test

MCQ 1: If θ is angular displacement, Ω angular velocity and α is angular acceleration, then by appropriate kinematic equation, Ωt-1/2αt2=:

  1. θ
  2. θ-θo
  3. θ+θo
  4. θo

MCQ 2: If x is the displacement, v is the velocity and a is acceleration at time t, then v2=:

  1. vo2+ax
  2. vo2+2ax
  3. vo2+2a(x-xo)
  4. vo3`+2a(x-xo)

MCQ 3: If θ is angular displacement, Ωo is angular velocity at time t=0 and α is angular acceleration, then by appropriate kinematic equation, θ-θo=:

  1. Ωot+αt
  2. Ωot+1/2αt
  3. Ωot+1/2αt2
  4. Ωo+1/2αt2

MCQ 4: If θ is angular displacement, Ωo is angular velocity at time t=0 and α is angular acceleration, then by appropriate kinematic equation, Ω2=:

  1. Ωo2+2α(θ-θo)
  2. Ωo+2α(θ-θo)
  3. Ωo+1/2α(θ-θo)
  4. Ωo+α(θ-θo)

MCQ 5: Angular acceleration is denoted by:

  1. v
  2. a
  3. α
  4. Ω

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