In a pulley system involving two particles attached to the ends of a light, inextensible string…
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if one particle descends by a certain distance, will the other particle ascend by the same distance?
For example, if the two particles are hanging next to eachother, both 2 metres above the ground. If one of the particles descends by 2 metres, would the other particle also ascend by 2 metres.
classical-mechanics
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add a comment |
$begingroup$
if one particle descends by a certain distance, will the other particle ascend by the same distance?
For example, if the two particles are hanging next to eachother, both 2 metres above the ground. If one of the particles descends by 2 metres, would the other particle also ascend by 2 metres.
classical-mechanics
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Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
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– Emilio Novati
Jan 9 at 19:06
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I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
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– Siddharth Chaudhary
Jan 9 at 19:26
add a comment |
$begingroup$
if one particle descends by a certain distance, will the other particle ascend by the same distance?
For example, if the two particles are hanging next to eachother, both 2 metres above the ground. If one of the particles descends by 2 metres, would the other particle also ascend by 2 metres.
classical-mechanics
$endgroup$
if one particle descends by a certain distance, will the other particle ascend by the same distance?
For example, if the two particles are hanging next to eachother, both 2 metres above the ground. If one of the particles descends by 2 metres, would the other particle also ascend by 2 metres.
classical-mechanics
classical-mechanics
asked Jan 9 at 19:03
Siddharth ChaudharySiddharth Chaudhary
1
1
$begingroup$
Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
$endgroup$
– Emilio Novati
Jan 9 at 19:06
$begingroup$
I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
$endgroup$
– Siddharth Chaudhary
Jan 9 at 19:26
add a comment |
$begingroup$
Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
$endgroup$
– Emilio Novati
Jan 9 at 19:06
$begingroup$
I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
$endgroup$
– Siddharth Chaudhary
Jan 9 at 19:26
$begingroup$
Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
$endgroup$
– Emilio Novati
Jan 9 at 19:06
$begingroup$
Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
$endgroup$
– Emilio Novati
Jan 9 at 19:06
$begingroup$
I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
$endgroup$
– Siddharth Chaudhary
Jan 9 at 19:26
$begingroup$
I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
$endgroup$
– Siddharth Chaudhary
Jan 9 at 19:26
add a comment |
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$begingroup$
Obviously yes! But where comes from your doubt? Maybe there are many pulleys connected by the string?
$endgroup$
– Emilio Novati
Jan 9 at 19:06
$begingroup$
I had done a question where two particles are both two metres above the ground. They asked for the greatest height a particle, Q, reaches above the ground after the other particle, P, descends by 2 metres and hits the ground. I found what further distance Q goes up by after P strikes the ground (some value 'x'). Since they asked Q's greatest height reached above the ground, I added that value (x) to 2 and then 2 again for my final answer as it rises two metres before P strikes the grond and is already 2 metres above the ground. However, the book added 2 to the value (x) only once...
$endgroup$
– Siddharth Chaudhary
Jan 9 at 19:26