The cart and block are initially at rest when the bullet Ѵ1=100 √gL strikes and becomes embedded into the block. The combined body (block + bullet) begin sliding on the cart with μ=5/8. Find the speed of the block just after impact, the energy lost during impact, the time at which the block reaches the other end of the cart.
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The cart and block are initially at rest when the bullet Ѵ1=100
√gL strikes and becomes...
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A bullet traveling at 250 m/s hits a wooden block initially at rest and is embedded...
A bullet traveling at 250 m/s hits a wooden block initially at
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block to the mass of the bullet?
This question was answered before, here is the explanation: -How
did this person get to the step, 243/7 * m_b = m?
By momentum conservetion:- moi = (mtm)u to S5bu zqum mbX250=...
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A block, initially at rest, is struck by o bullet as shown below the bullet is...
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A small wooden block with mass 0.775 kg is suspended from the lower end of a...
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A 12.0-q bullet is fired horizontally into a 103-q wooden block that is initially at rest on a frictionless horizontal surface and connected to a spring having spring constant 158 N/m. The bullet becomes the bullet-block system compresses the spring by a maximum of 81.5 cm, what was the speed of the bullet at impact with the block? embedded in the block. m/s
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A bullet traveling at 250 m/s hits a wooden block initially at
rest and is embedded in it. The speed of the block just after the
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This question was answered before, here is the explanation: -How
did this person get to the step, 243/7 * m_b = m?
By momentum conservetion:- moi = (mtm)u to S5bu zqum mbX250=...
A block, initially at rest, is struck by o bullet as shown below the bullet is observed to imbed itself m the block and the bullet-block combination slides 01009 the horizontal surface and up the incline All surfaces smooth (frictionless). Find the final velocities of the boll and of the block immediately offer the collision What impuse was delivered to the block by the bullet? How much energy was lost or gained in the collision? How far up the incline...
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