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October 21, 2025, 04:37:55 pm

Author Topic: Circular motion in horizontal plane VCAA 2012 exam 1  (Read 1098 times)  Share 

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joey7

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Circular motion in horizontal plane VCAA 2012 exam 1
« on: September 09, 2013, 09:50:54 pm »
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Hey guys Motion question 7 from vcaa 2012 has me a bit confused

It has a ball being swung in a horizontal circle and tells you that the breaking force of the string is 4.0N why then do you use the centripetal force and not the tension force in the string when calculating your answer?
« Last Edit: September 09, 2013, 10:06:12 pm by joey7 »

Alwin

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Re: Circular motion in vertical plane VCAA 2012 exam 1
« Reply #1 on: September 09, 2013, 09:58:25 pm »
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Hey guys Motion question 7 from vcaa 2012 has me a bit confused

It has a ball being swung in a vertical circle and tells you that the breaking force of the string is 4.0N why then do you use the centripetal force and not the tension force in the string when calculating your answer?

Oh this q :D

You do use the tension force, you substitute it in:
At greatest speed, centripetal force = maz tension = 4.0N

Cool beans? :)

EDIT: Also, i just double checked and the question is in the horizontal plane, for you to solve in this manner. Might want to fix up that subject line :P
« Last Edit: September 09, 2013, 10:01:15 pm by Alwin »
2012:  Methods [48] Physics [49]
2013:  English [40] (oops) Chemistry [46] Spesh [42] Indo SL [34] Uni Maths: Melb UMEP [4.5] Monash MUEP [just for a bit of fun]
2014:  BAeroEng/BComm

A pessimist says a glass is half empty, an optimist says a glass is half full.
An engineer says the glass has a safety factor of 2.0

joey7

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Re: Circular motion in horizontal plane VCAA 2012 exam 1
« Reply #2 on: September 09, 2013, 10:09:10 pm »
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Oh wow no wonder I couldn't understand why they had used only the centripetal force, so to clarify if it had have been in a vertical plane, then you would have to add the force due to gravity to the centripetal force to find the tension force in the rope??

Alwin

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Re: Circular motion in horizontal plane VCAA 2012 exam 1
« Reply #3 on: September 09, 2013, 10:13:33 pm »
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Oh wow no wonder I couldn't understand why they had used only the centripetal force, so to clarify if it had have been in a vertical plane, then you would have to add the force due to gravity to the centripetal force to find the tension force in the rope??

Yup, spot on :D
2012:  Methods [48] Physics [49]
2013:  English [40] (oops) Chemistry [46] Spesh [42] Indo SL [34] Uni Maths: Melb UMEP [4.5] Monash MUEP [just for a bit of fun]
2014:  BAeroEng/BComm

A pessimist says a glass is half empty, an optimist says a glass is half full.
An engineer says the glass has a safety factor of 2.0

kaiipoo_

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Re: Circular motion in horizontal plane VCAA 2012 exam 1
« Reply #4 on: September 11, 2013, 05:03:06 pm »
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Remember that Centripetal Force isnt exactly a force in its own entity. It's a broad term that refers to whatever keeps an object in circular motion.

As Alwin said, in this situation, it is tension and that is why they can be equated.
2013 ATAR: 95.75