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#1 (permalink) |
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Cafe Grandmaster 2008
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O Level Physics Question
1. The problem statement, all variables and given/known data
A light spring balance is attached to two strings that passes over smooth pulleys. Loads of m1 and m2 are attached to the ends of the strings. If m1=m2=4.0kg, or m1=6kg m2=4kg, what is the reading of the spring balance. Ans: 40N and 48N I just need to know how do i do it. And a general theory behind it all. Sorry for this very simple question here. It's basically like this o------Spring-----o |```````````````| m1``````````````m2 Cheers for the upcoming help. I know it's very easy. But i'm really bad at physics and such. |
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#7 (permalink) |
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Reserve Team Player
Join Date: Dec 2005
Posts: 3,050
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it should be 4N and 4.8N
havent done it for a while .. not sure the reading will be the tension in the string basic eq : m1g-T=m1a [newtons second law] in the first case .. masses equal .. a == 0 hence solving for T == m1g or 4g or 4N second case 4g-T= 4(-a) (-ve acceleration) 6g-T=6a solving for T 24g = 5T t= 24/5g = 4.8g or 4.8N |
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#10 (permalink) | |
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Cockface McSticklebrick
Join Date: Jul 2006
Location: He plays on the left, he plays on the riiiiiiiight, our boy Ronaldo made you look shite.
Posts: 4,248
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Quote:
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#12 (permalink) | |
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Cafe Grandmaster 2008
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Quote:
And the spring reading is always Tension? |
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#16 (permalink) |
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Reserve Team Player
Join Date: Dec 2005
Posts: 3,050
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the spring reading will show the tension in the string
newtons law = downward force = upward force so mass x g + mass x downward acc (downward force) = tension inthe string == mass x g - T = mass x (upward acc) the acceleration can be - or + depending on the direction the object moves the acc for the 4kg mass would be considered positive and the 6kg one negative (did the opposite in the solution) .. the answer will remain the same |
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