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extension of a spring |
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| Aug12-10, 05:04 PM | #1 |
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extension of a spring
hey all, this is my first post, sorry for not introducing myself formally, but i am on a tight schedule, getting ready for my retakes.
my question is; a 5kg monkey, initially at rest, starts climbing up the weightless rope at 0.2g. the top end of the spring is connected to a spring with k=10N/cm. what will be the extension of the spring? what will it be without the monkey? i have done the first part of the question as follows; 0.2g + g = 1.2g F= ma F=5kg x 1.2g = 60N F = -kx x= F/-k x = 60N/-10N/cm x = -6cm=6cm (please correct me if i'm wrong) the part of the question i'm completely stuck on is the second bit; 'what will it be without the monkey?' if anybody could point me out in the right direction with this part, it would be great. thank you |
| Aug12-10, 05:13 PM | #2 |
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| Aug12-10, 05:44 PM | #3 |
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| Aug12-10, 06:33 PM | #4 |
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extension of a spring
Well, without the monkey there would be no extension at all. (We're assuming that the spring is massless, of course.)
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| Aug12-10, 06:36 PM | #5 |
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ok i'll solve the question with the assumption that there is a typo. do u know if the previous part of he question i've answered is correct?
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| Aug12-10, 06:39 PM | #6 |
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| Aug12-10, 06:46 PM | #7 |
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do u mean like this;
F1=ma=(5kg)(0.2g) F2=mg=(5kg)(g) Ftotal=ma+mg x=Ftotal/-k ? |
| Aug12-10, 06:53 PM | #8 |
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∑F = ma T - mg = ma Thus T = ma + mg. And the tension is the force that extends the spring, so from Hooke's law: T = kx, or x = T/k. Same thing, expressed a bit cleaner. |
| Aug12-10, 06:56 PM | #9 |
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i understand, thank you for your help <3
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