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Energy and Power Test Study Guide – answer key
Energy and Power Test Study Guide – answer key

... 10. A rock climber weighs 225N and is carrying a backpack that weighs 25N. How much total work against gravity has been done after she climbs 6 m? ( Work = force X acceleration due to gravity X distance) 14,700 J 11. Identify whether the following example is potential energy or kinetic energy: a. A ...
Energy Lab Procedure: MASS (kg) Popper PEg (J) Velocity(m/s)
Energy Lab Procedure: MASS (kg) Popper PEg (J) Velocity(m/s)

... the law of conservation of energy. Since we do not have an equation for elastic potential energy in a popper, we must find another method. First, fill in the energy flow diagrams below. Each scenario shows a different location in the popper’s movement. Neglect air friction. ...
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06-Nuclear shorter

... All experiments the same stick a DETECTOR in front of a source and count the decays. Move it away for distance and plot Time for half life and plot Put things in front for penetration ...
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... In a vibrating system, the total mechanical energy changes from ______________ energy of motion to ______________ energy and back to ______________ energy of motion during each cycle. ...
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5.1Communities and ecosystems – summary of

... lost from the community as heat; lost as a result of cell respiration / metabolism / movement; approximately 90% lost / 10% passed on between trophic levels; number of trophics levels limited by amount of energy entering into the ecosystem; energy is lost between trophic levels as defecation / loss ...
The angular momentum of particle subject to no torque is conserved.
The angular momentum of particle subject to no torque is conserved.

... • In a conservative system, the force can be expressed as a function of a gradient of a potential independent of time. – The total mechanical energy, E, is thus a conserved quantity in a conservative system. ...
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PHY2115 - College of DuPage

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Investigation 7.4: Total Energy of a Toy Car

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Learning goals: Draw a picture that explains potential energy Draw

... with a ball and tracked ramp and investigate the question: “How does the starting height of the ball affect its velocity at the bottom of the track?” This will give them some “hands-on” experience with something moving on a track. The first day of this activity will focus on the meaning of potential ...
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More en the Work-Energy Theorem Mechanical Energy Alternate

... spring 12.0 cm. A small 21.0 g marble is placed at rest on the compressed spring. The compressed spring is then used to project the marble straight up into the air. If friction is negligible, to what maximum height does the marble rise? Find K first: K=FS/X = K = 72 70.120 K = 600 N/m ...
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Unit_Phys_2_Forces__Momentum

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Simple Harmonic Motion ILAP

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Study Guide – Energy Transformations Name Key Date Pd Fill in the

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Energy and Angular Momentum

... If Fdr is independent of path (and this will be true if F = 0), then we can define a potential energy: V(r) = - rsr Fdr (where rs is some standard position). If all the forces in the problem can be put in terms of potential energies, then we can use the Conservation of Energy to relate the vel ...
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解答六 10.49. Model: Since there is no friction, the sum of the kinetic

... (d) The particle leaves x  1 m with v  6.9 m/s. It gradually slows down, reaching x  2 m with a speed 4.0 m/s. After x  2 m, it speeds up again, returning to a speed of 6.9 m/s as it crosses x  4 m. Then it again, coming instantaneously to a halt (v  0 m/s) at the x  7 m turning point. Now it ...
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Energy - TuHS Physics Homepage

... Types of Energy Potential - Energy of position. Stored energy. ...
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Eigenstate thermalization hypothesis

The Eigenstate Thermalization Hypothesis (or ETH) is a set of ideas which purports to explain when and why an isolated quantum mechanical system can be accurately described using equilibrium statistical mechanics. In particular, it is devoted to understanding how systems which are initially prepared in far-from-equilibrium states can evolve in time to a state which appears to be in thermal equilibrium. The phrase ""eigenstate thermalization"" was first coined by Mark Srednicki in 1994, after similar ideas had been introduced by Josh Deutsch in 1991. The principal philosophy underlying the eigenstate thermalization hypothesis is that instead of explaining the ergodicity of a thermodynamic system through the mechanism of dynamical chaos, as is done in classical mechanics, one should instead examine the properties of matrix elements of observable quantities in individual energy eigenstates of the system.
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