Question

Derive the three equations of rotational motion under constant angular

acceleration from first principles.​

Answer 1

Answer:

I) Derive the kinematic equations for rotational motion with constant angular acceleration

II)Select from the kinematic equations for rotational motion with constant angular acceleration the appropriate equations to solve for unknowns in the analysis of systems undergoing fixed-axis rotation

III) Use solutions found with the kinematic equations to verify the graphical analysis of fixed-axis rotation with constant angular acceleration

Explanation:

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Answer 2

Answer:

The correct answer of this question is the kinematic equations for rotational motion with constant angular acceleration .

Explanation:

Given -  Rotational motion under constant angular acceleration from first principles.

To Find  - Write the three equations of rotational motion under constant angular  acceleration from first principles.​

There are three equations of rotational motion under constant angular acceleration from first principles is -

For rotating motion with constant angular acceleration, derive the kinematic equations.

The graphical analysis of fixed-axis rotation with constant angular acceleration using the answers determined with the kinematic equations.

Choose the appropriate equations to solve for unknowns in the analysis of systems experiencing fixed-axis rotation from the kinematic equations for rotational motion with constant angular acceleration.

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