Vector vs. Scalar: Vectors include directions.
Displacement vs. Distance
Velocity vs. Speed: Velocity is a vector. ALWAYS include direction for velocity.
Acceleration: also a vector.
Linearization.
Big Four Equations:
Vₓ = Vₓₒ + at
Δx = Vₒt + 1/2 at²
Vₓ² = Vₒ² + 2a(Δx)
Δx = 1/2 t(Vₓₒ + Vₓ)
Projectile Motion
Position-Time Graphs
Velocity-Time Graphs (slope of position graph)
Acceleration-Time Graphs (slope of velocity graph)
Acceleration due to Gravity: g = 9.8 m/s²
Equilibrium: net force is equal to 0.
Newton’s Laws:
1st Law: Law of Inertia.
2nd Law: Force = mass x acceleration.
3rd Law: Force Pairs (equal and opposite): 𝛴F = ma.
Friction: Fƒ = Fₙμ (Coefficient of friction (μ)).
Ramps/Inclined Planes: Know how to create free body diagrams with angles.
Force Body Diagrams.
Force and Net Force.
Centripetal Force: Fc = mv²/r (not a force, just an expression for the net force).
Centripetal Acceleration: Ac = v²/r.
Universal Gravitation.
Uniform Circular Motion: constant speed (magnitude of velocity is constant).
Centripetal Force: not a force, just an expression for the net force
Fc = mv²/r
Centripetal Acceleration ○ Ac = v²/r
Universal Gravitation
Uniform Circular Motion: constant speed (magnitude of velocity is constant)
Combos with Forces, Energy, Simple Harmonic Motion, Rotation
Inertial mass vs. Gravitational mass
How do you find each one experimentally?
Work: W = Fd.
Parallel: (+) Work.
Antiparallel: (-) Work.
Work = Change in Energy.
Potential Energy (PE):
Gravitational: PEg = mgh.
Spring: PEs = (½) kx².
Kinetic Energy (KE):
KE = (½) mv².
KEr = (½) Iω² (rotational motion).
Mechanical Energy: the sum of a system’s kinetic and potential energy.
Power: P = W/t or P = Fv.
Conservation of Energy.
Bar Charts, Graphs & Diagrams.
Momentum: p = mv.
Impulse: J = Ft.
Conservation of Momentum.
Center of Mass.
Collisions: Inelastic vs. Elastic.
Elastic: Kinetic Energy and Momentum are conserved.
Inelastic: Momentum is conserved.
Spring & Pendulum: Energy relationships.
Hooke’s Law: F = kx.
Period Equations:
Pendulum: T = 2π( l/g)
Spring: T = 2π(m/k)
Rotational Kinematics: 𝜃, 𝜔, 𝛼: Same as Unit 1 Big 4 equations, but with new symbols.
Torque: Σ𝜏 = I𝛼.
Rotational KE and Conservation of Energy.
Angular Momentum & Conservation of Momentum.
Experimental Design: Tests ability to design and analyze lab data.
Quantitative & Qualitative Translation: Tests ability to translate between quantitative and qualitative reasoning.
Paragraph Argument: Tests ability to make a coherent argument in a physics phenomenon.
Short-Answer (2): Tests skills not highlighted in other questions.
Does this equation model the correct observations?
Are the variables showing a direct or indirect relationship?
Cite info from the problem.
Bring in Basic Physics.
Describe how the info works with the Physics.