An object rests at the top of a smooth frictionless hemispherical surface of radius r =...
An object rests at the top of a smooth frictionless hemispherical surface of radius r = 10m. After the object is pushed horizontally with an initial velocity of v0 = 5m/s, it slides down and slips off the hemisphere. Find the angle at which the object loses contact with the surface.
Could you please type in the numbers that are suppose to go to each variable in the formulas thank you!
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An object rests at the top of a smooth frictionless
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A 1.00 kg block is at rest at the top of a smooth hemispherical
surface of radius R = 2.00 m. It is attached to anunstretched cord
with stiffness of 5.00 N/m as shown on the left. It is given a
slight nudge to the right, and it slides along the surface. When
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is:
a) the stretch in the cord as an exact multiple of R?
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Object A of mass M is initially at rest on a flat, smooth
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traveling with speed V before it collides elastically with A.
Immediately after the collision, both objects move off at angles
(theta)>0 with respect to the original direction of B. Calculate
the value of the angle.
[Hint: Note that the collision is elastic.] .
Object A of mass M is initially at rest on a flat,...
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released from rest in a smooth hemispherical bowl of radius R from the positions shown in the figure below. You can ignore friction between the masses and the surface of the bowl. If they stick together when they collide, how high above the bottom of the bowl will the masses go after colliding? Two identical masses are
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