MCAT Physics Equations/Concepts

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Last updated 12:00 AM on 7/20/26
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132 Terms

1
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Kinematics Equations

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Force of Gravity Between Two Objects

Units of G = N∗m²/kg²

<p>Units of G = N∗m²/kg²</p>
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Kinetic Friction

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Static Friction

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Uniform Circular Motion - Velocity

Velocity vector is constantly changing and is tangential to the circle of motion

<p>Velocity vector is constantly changing and is tangential to the circle of motion</p>
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Centripetal Acceleration

The acceleration vector always points toward the center of the circle and constantly changes direction as the object moves.

<p>The acceleration vector always points toward the center of the circle and constantly changes direction as the object moves.</p>
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Centripetal Force

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Torque

θ = angle between F and the lever arm. (Max force at sin90° = 1) By convention, clockwise rotation is negative, counterclockwise rotation is positive.

<p>θ = angle between F and the lever arm. (Max force at sin90° = 1) By convention, clockwise rotation is negative, counterclockwise rotation is positive.</p>
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Work-Energy Theorem

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Kinetic Energy

SI Unit for KE (all energy) = Joules = kg∗m²/s²

<p>SI Unit for KE (all energy) = Joules = kg∗m²/s²</p>
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Work

θ = angle between F and the displacement vector. Only forces (or components of forces) that are parallel or anti-parallel to the displacement vector will do work. Max work at cos0 or cos180 = 1 or -1.

<p>θ = angle between F and the displacement vector. Only forces (or components of forces) that are parallel or anti-parallel to the displacement vector will do work. Max work at cos0 or cos180 = 1 or -1.</p>
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Gravitational Potential Energy

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Conservation of Energy

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Power

SI Unit for Power = Watt = J/s = Energy consumption, transfer or transformation per unit time

<p>SI Unit for Power = Watt = J/s = Energy consumption, transfer or transformation per unit time</p>
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Momentum

Momentum is measured in kg∗m/s

<p>Momentum is measured in kg∗m/s</p>
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Conservation of Momentum

For elastic and inelastic collisions

<p>For elastic and inelastic collisions</p>
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Completely Inelastic Collision

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Hooke's Law

F = restoring force, k = spring constant, x = displacement from natural length. Larger k = stiffer spring, and larger magnitude of restoring force for a given displacement. F is always opposite the direction of displacement.

<p>F = restoring force, k = spring constant, x = displacement from natural length. Larger k = stiffer spring, and larger magnitude of restoring force for a given displacement. F is always opposite the direction of displacement.</p>
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Simple Harmonic Motion - Period/Frequency

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Simple Harmonic Motion - Angular Frequency - Mass and Spring

One revolution = 2π radians. ω only depends on k and m, not x! Two springs with identical k and m values will have the same ω, regardless of x.

<p>One revolution = 2π radians. ω only depends on k and m, not x! Two springs with identical k and m values will have the same ω, regardless of x.</p>
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Simple Harmonic Motion - Elastic Potential Energy of a Spring

where x is displacement from equilibrium. Upon release, the spring will accelerate in proportion to the restoring force and PE will be converted to KE.

<p>where x is displacement from equilibrium. Upon release, the spring will accelerate in proportion to the restoring force and PE will be converted to KE.</p>
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Simple Harmonic Motion - Angular Frequency - Pendulum

ω only depends on g and L, not m or θ! Two pendulums with the same length will have the same ω regardless of m or initial θ.

<p>ω only depends on g and L, not m or θ! Two pendulums with the same length will have the same ω regardless of m or initial θ.</p>
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Simple Harmonic Motion - Restoring Force - Pendulum

F = restoring force, m = mass attached to pendulum, g = acceleration due to gravity, θ = angle between pendulum arm and the vertical. F acts tangential to arc of circle. Max F and a at max θ.

<p>F = restoring force, m = mass attached to pendulum, g = acceleration due to gravity, θ = angle between pendulum arm and the vertical. F acts tangential to arc of circle. Max F and a at max θ.</p>
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Simple Harmonic Motion - Potential Energy - Pendulum

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Density

Units = kg/m³

<p>Units = kg/m³</p>
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Specific Gravity

if >1 will sink, if <1 will float in liquid water. If <1 SG = % of object that is submerged.

<p>if &gt;1 will sink, if &lt;1 will float in liquid water. If &lt;1 SG = % of object that is submerged.</p>
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Pressure

Unit = N/m² = Pascal (Pa)

<p>Unit = N/m² = Pascal (Pa)</p>
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Fluid (Gauge) Pressure

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Absolute Pressure

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Pascal's Law

When a change in pressure is applied to an inclosed fluid, that pressure change will be transmitted undiminished to every portion of the fluid and to the walls of the vessel.

<p>When a change in pressure is applied to an inclosed fluid, that pressure change will be transmitted undiminished to every portion of the fluid and to the walls of the vessel.</p>
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Coulomb's Law

Unit = Newtons

<p>Unit = Newtons</p>
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Electric Field (w/Test Charge)

Unit = Newtons/Coulomb (or Volts/meter)

<p>Unit = Newtons/Coulomb (or Volts/meter)</p>
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Electric Field (w/Point Charge)

Unit = Newtons/Coulomb (or Volts/meter)

<p>Unit = Newtons/Coulomb (or Volts/meter)</p>
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Electric Potential

Unit = Volts (Joules/Coulomb). Positive charges move from high potential to low potential, negative charges move from low potential to high potential.

<p>Unit = Volts (Joules/Coulomb). Positive charges move from high potential to low potential, negative charges move from low potential to high potential.</p>
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Current

Unit = Coulomb (charge/second)

<p>Unit = Coulomb (charge/second)</p>
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Ohm's Law

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Electrical Power

The amount of power dissipated by a resistor.

<p>The amount of power dissipated by a resistor.</p>
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Resistors in Series

Vs = V₁ + V₂ + V₃ + etc.

<p>Vs = V₁ + V₂ + V₃ + etc.</p>
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Resistors in Parallel

Vp = V₁ = V₂ = V₃ = etc.

<p>Vp = V₁ = V₂ = V₃ = etc.</p>
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Capacitance

Unit = farad (F = Coulomb/Volt)

<p>Unit = farad (F = Coulomb/Volt)</p>
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Electric Field - Parallel Plate Capacitor

In this case E is measured in Volts/meter

<p>In this case E is measured in Volts/meter</p>
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Electric Potential Energy Stored in a Capacitor

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Dielectric Constant

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Capacitors in Series

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Capacitors in Parallel

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Magnetic Field Lines

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Magnetic Field (Straight Current Carrying Wire)

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Magnetic Field (at Center of Wire Loop)

Remember - this is the field at the center of a loop.

<p>Remember - this is the field at the center of a loop.</p>
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Magnetic Field - Orbit Radius

Remember even though the equation suggests otherwise, increasing β will not increase the velocity, it will just decrease the radius.

<p>Remember even though the equation suggests otherwise, increasing β will not increase the velocity, it will just decrease the radius.</p>
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Magnetic Force - Point Charge Moving through Field

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Magnetic Force - Current Carrying Wire in Magnetic Field

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Newton's Third Law

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Archimede's Principle

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AC Current

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Work Function

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Sound Level

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Young's Modulus

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AC Current

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Alpha Decay

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Beat Frequency

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Bernoulli's Equation

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Beta Minus Decay

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Beta Plus Decay

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Blackbody Spectrum

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Bohr Angular Momentum

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Bulk Modulus

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Center of Gravity

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Center of Mass

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Conservation of Kinetic Energy

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Conservation of Momentum

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Continuity Equation

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Critical Angle

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Critical Velocity of a Fluid

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Difference in Sound Level

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Diffraction

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Dipole Electric Field

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Dipole Torque

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Dipole Voltage

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Doppler Effect

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Efficiency

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Electron Capture

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Energy of a Photon

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First Law of Thermodynamics - Special Cases

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First Law of Thermodynamics

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Closed Pipe - Wavelength and Frequency

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Open Pipe (and Strings/Standing Waves) - Wavelength and Frequency

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Gamma Decay

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Gravity

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Hydrogen Energy Levels

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Heat of Transformation

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Impulse

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Index of Refraction

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Wave Interference

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Voltage of a Battery (When Internal Resistance is Present)

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Law of Reflection

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Lens Power

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Magnification (for Multiple Lenses Not in Contact)

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Focal Length and Power (for Multiple Lenses in Contact)

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Lensmaker's Equation

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Log Rules

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