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When multiplying numbers with exponents |
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When dividing numbers with exponents |
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When a number with an exponent is raised to a power... |
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When adding or subtracting numbers with exponents... |
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convert both numbers to the same exponent then do simple math |
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x=V0t + (1/2)at2
V=V0 + at
V2=V02 + 2ax
X=(1/2)(V+V0)t
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Newton's First Law of Motion |
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A body in motion at constatnt velocity or rest will stay that way unless a net force acts upon it.
F=ma=0 |
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Newton's Second Law of Motion |
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No acceleration of an object with mass, m, will occur when the vector sum of the forces results in a cancellation of the forces.
∑F=ma |
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Newton's Third Law of Motion |
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To every action there is an equal and opposite reaction.
FB=-FA |
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Rotational Motion (Torque) |
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Circular Motion (Centripial Force) |
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First Law of Thermodynamics |
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Energy is never created or destroyed, merely transferred from one system to another. |
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Conservation of Mechanical Energy
(conservative forces) |
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Gravity and Electrostatic Forces
1) If net work done to move a particle in any round-trip path is zero, the force is conservative.
2) If the net work needed to move a particle between two points is the same regardless of the path taken, the force is conservative. |
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mavai + mbvbi = mavaf + mbvbf |
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Completely Elastic Collisions |
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When two or more objects collide in such a way that both total momentum and total kinetic energy are conserved.
½mavai2 + ½mbvbi2 = ½mavaf2 + ½mbvbf2 |
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Momentum is conserved and kinetic energy is lost.
½mavai2 + ½mbvbi2 > ½mavaf2 + ½mbvbf2 |
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Completely Inelastic Collision |
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The objects that collide stick together rather than bouncing off each other and moving apart.
mavai + mbvbi = (ma + mb)vf |
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Inclined Plane
Wedge
Axle and Wheel
Lever
Pully
Screw |
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Second Law of Thermodynamics |
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The entropy of the universe is always increasing except at absolute zero. |
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Third Law of Thermodynamics |
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A system will asymptotically approach an entropy minimum as it asymptotically approaches absolute zero. |
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Zeroeth Law of Thermodynamics |
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No net heat flows between objects in thermal equilibrium. |
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Related to the average motional (kinetic) energy of the particles.
Difference in temperature determines direction of heat flow. |
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Starts at absolute zero, no negative temps. |
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Rising temps cause an increase in length and falling temps cause a decrease in length.
ΔL = αLΔT
(α = coefficient of linear expansion.) |
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ΔU=Q-W
(Q=energy transfered through heat to the system)
(W=work done by the system) |
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Process by which a quantity of energy is transferred between two objects as a result of a difference in temperature. |
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1 Cal = 103cal = 3.97 Btu = 4,184J |
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Transfer of heat by the physical motion of the heated material.
Involves flow, only liquids and gases. |
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Direct transfer of energy from molecule to molecule through molecular collisions. |
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The transfer of energy by electromagnetic waves. |
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The amount of heat energy required to raise 1 kg of a
substance by 1°C or 1K.
Q = mcΔT = mc(Tf - Ti) |
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Q = mL
(Q=heat gained or lost)
(m=mass of substance)
(L=HEAT OF TRANSFORMATION)
Liquid to solid/solid to liquid=heat of fusion
Liquid to gas/gas to liquid=heat of vaporization |
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Special Cases of the First Law of Thermodynamics |
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Definition
Adiabatic(no heat exchange)
(Q=0) First law becomes ΔU=-W
Closed Cycle(constant internal energy)aka:isothermal
(ΔU=0) First law becomes Q=W
Isovolumetiric(constant volume) aka:isochoric
(W=0) First law becomes ΔU=Q
First Law(ΔU=Q-W) |
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Measure of the spontaneous dispersal of energy at a specific temperature.
ΔS = Q
T |
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The net change in the entropy of the system and it's surroundings is zero.
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Ratio of the density of a substance to that of pure water at 1atm, 4°C |
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P=F
A
Pascal=Pa=N/m2
1.013x105 Pa = 1 atm = 760 torr = 760mm Hg |
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The difference between the absolute and atmospheric pressures.
Pg = P-Patm = (P0 + ρgh) - Patm
(h=depth) |
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THE STUDY OF FLUIDS AT REST AND THE FORCES AND PRESSUJRES ASSOCIATED WITH STANDING FLUIDS |
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For incompressible fluids, change in pressure is applied to an enclosed fluid, the pressure change will be transmitted undiminished to every portion of the fluid and to the wall of the containing vessel.
P=F1=F2
A1 A2
F2=F1(A2/A1) |
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A body wholly or partially immersed in a fluid will be buoyed up by force equal to the wieight of the fluid that it disipates.
Fbouy=(Vfluid displaced)(ρfluid)(g)=(Vobject submerged)(ρfluid)(g) |
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Results from cohesion which is the attractive force that a molecule of liquid feels toward other molecules of the liquid. |
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Attractive force that a molecule of the liquid feels toward the molecules of some other substance. |
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Resistance of a fluid to flow...
A measure of fluid friction. |
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Laminar Flow vs Turbulent Flow |
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Definition
Laminar Flow=smooth and orderly
Turbulent Flow=rough and disorderly
Critical velocity=turbulence arises once v exveeds vc
Significant amount of energy is lost as frictional force.
THE MCAT ALWAYS ASSUMES LAMINAR FLOW
For a fluid flowing through a tube of diameter D vc can be calculated as:
vc=NRη
ρD
(NR=Reynolds Number)
(η=viscosity of fluid) |
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Oscillates perpendicular to propagation. |
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380nm-760nm
Shorter = violet
Longer = red |
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Electromagnetic Spectrum
(long waves/low energy->short waves/high energy) |
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Radio waves
Micro waves
Infrared waves
Visible light
UV-Raysw
X-Rays
Gamma-Rays
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Index of Refraction (n)
Definition and Equation |
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Compares speed of light in a vacuum to to speed of light in a particular medium.
n = c/v |
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Indicies of refraction are always >1.
Larger n = smaller v
Indices for water and glass respectively... |
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Snell's Law
What does it represent?
What is it?
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Angle of refraction
n1sinθ1 = n2sinθ2 |
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Energy of a Photon Equation |
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