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[DOC File]PHYS 201 Equations Sheet
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Chapter-10: Rotational Motion. Rotational Kinematics. Angular displacement, angular velocity, and angular acceleration. Solving rotational motion problems using kinematic equations. Relating linear quantities with angular quantities using radius. Rotational Dynamics. Torque, center of gravity, moment of inertia, rotational work, rotational ...
equations of rotational motion

[DOC File]Amusement Park Ride Project - Mr. Dorsey: Physics - Main
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We have four powerful equations for rotational motion: ω = ω0 + αt Ө = ω0t + 1/2αt2. Ө = (ω + ω0)t/2 ω2 = ω02 + 2αӨ. These are very similar to the kinematic equations. The key for some of these questions is that one revolution is 2pi radians in angle.
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[DOC File]Lab #8: The Kinematics & Dynamics of Circular & Rotational ...
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Physics 211 Lab . The Kinematics and Dynamics of. Circular and Rotational Motion. Introduction: When discussing motion, it is important to be aware that there are several different types and that each type is dependent upon a particular frame of reference.
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[DOC File]Rotational Motion Worksheet - Physics Playground
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Rotational Motion Worksheet. Name:_____ Date:_____ Write the equation for the following and define the term: 1) Angular displacement: 2) Angular Speed: 3) Angular acceleration: 4) Tangential Velocity: 5) Tangential Acceleration: 6) Centripetal acceleration: Crazy Pete …
rotational kinetic equations

[DOC File]PHYS 201 Equations Sheet
https://info.5y1.org/kinematic-equations-for-rotational-motion_1_00d121.html
Solving rotational motion problems using kinematic equations. Relating linear quantities with angular quantities using radius. Chapter-9: Rotational Dynamics. Torque, center of gravity, moment of inertia, rotational work, rotational kinetic energy, and angular momentum.
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[DOC File]PHYS 201 Equations Sheet
https://info.5y1.org/kinematic-equations-for-rotational-motion_1_f9f845.html
Momentum p = m·V L = I·ω Conservation of momentum Σmivi = Σmfvf ΣIiωi = ΣIfωf Kinetic Energy Translational Kinetic Energy = TKE = ½ mv2 Rotational Kinetic Energy = RKE = ½ Iω2 To create force = F torque = τ = LA· F Newton's second law of motion ΣF = ma Στ = Iα ΣF = Δp/Δt Στ = ΔL/Δt Work F·x τ·θ Pressure (P) due to depth h of fluid of density ρ; P = ρgh.
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Kinematic equations for rotational motion