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The spin of an object on its own axis is called
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during a throw an athlete exerts a net average torque of 123Nm on a discus about its axis of spin. the mass of the discus is
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To calculate the final angular velocity of the discus when it is released, we can use the principle
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During a throw an athlete exerts a net average torque of 100 Nm on a discus
about its axis of spin. The mass of the discus is 2
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694.44rad/s
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Calculate the angle which the spin angular momentum of a single electron forms with the z axis in alpha and beta spin states.
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To calculate the angle formed by the spin angular momentum of a single electron with the z-axis in
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For the object in the preceding problem, what magnitude torque is necessary to give the object an angular acceleration of 1.5
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To determine the magnitude of torque required for the object to have an angular acceleration of 1.5
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Problem 3: Rotating a spin state (3 parts , 15 point)
PART A (6 points possible) Consider the |+⟩ state of a spin one-half
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To solve these problems, we need to understand the concept of spin states and rotation operators.
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The graph shows the force exerted on an object versus the position of that object along the x-axis. The force has no components
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To find the work done by the force on the object as it is displaced from 0 to 3 meters, we need to
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An object experiences a constant acceleration of 4.0 m/s2 along the −x axis for 4s, obtaining a velocity of 31 m/s in a
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V = Vo + a*t = 31m/s[30o] Vo - 4*4 = 31*Cos 30 + i31*sin 30 Vo - 16 = 26.8 + 15.5i Vo = 42.8 + 15.5i
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Suppose a 28.5 kg object is moving at 38.4 m/s along the x-axis just before it strikes a stationary 13.0 kg object. After the
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To find the magnitude of the new velocity of the 13.0 kg object after the collision, we need to
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for a homework problem it says to build both the high spin and low spin complex ion
and it gives me spin of Fe (ox)3 3- low high
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Fe(ox)3 3- is Fe(C2O4)3 3- from the lab. The energy for high is 2/5 of the energy for the low. Make
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The outstretched hands and arms of a figure skater preparing for a spin can be considered a slender rod pivoting about an axis
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Use conservation of angular momentum. Assume the outstretched arms have a moment of inertia
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Related Questions
The outstretched hands and arms of a figure skater preparing for a spin can be considered a slender rod pivoting about an axis
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