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Problem with tension on two strings at angles |
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| Aug25-08, 03:19 AM | #18 |
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Problem with tension on two strings at angles
thank you so much i get really confused with all this physics, biology is my degree so i find this all very stressful
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| Aug25-08, 04:32 AM | #19 |
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-----------Physics---------------- The basic physics of the situation is: Tsin(θ)+Tsin(θ) = mg Are you happy with that? -------------Mathematics----------- This is basic algebra, just remember not to get thrown by the sin and cos! You might find simplifying the equations useful. For instance you can say: a = sin(θ) and b = cos(θ) Then Tsin(θ)+Tsin(θ) = mg becomes Ta + Ta = mg Are you happy with that? Now the steps in the rearrangement might be clearer to you: Ta + Ta = mg 2Ta = mg T = mg/2a Is that clear? Now you can stick in the sin: T = mg/2sin(θ) Happy?
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| Aug25-08, 04:42 AM | #20 |
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yes thank you i havent really studied any math since yr 12 in 2002 or ohysics at all for that matter... so i am finding both equally confusing. that layout shows clearly what my problem was. i understand how to set that question out now lets just hope i can remember that for my exam!!
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| Aug26-08, 08:11 AM | #21 |
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This book is quite good for a gentle refresh of school maths (and more):
http://www.amazon.com/gp/reader/0393...ef=sib_dp_ptu# |
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