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Finding mass within a pulley system. Finding coefficient of friction |
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| Oct11-11, 12:18 AM | #1 |
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Finding mass within a pulley system. Finding coefficient of friction
Ok so I'm in college upgrading, and doing my physics 20. I have a hand in assignment due Wednesday and I can't for the life of me figure out these two questions.
6. The 4.0kg block shown accelerates across a frictionless horizontal table at 1.5m/s2. Find the mass of object m1 ![]() A. 0.61kg B. 0.72kg C. 6.0kg D. 26kg For m1 I have: FN=Fg. Fg=mg, so 39N. FT-0(no Ff)=ma . So FT is 6.0N. And then I'm lost. 8. A 45kg toboggan and rider decelerate on level show at 0.53m/s2. What is the coefficient of friction between the toboggan and the snow? A. 0.012 B. 0.054 C. 0.22 D. 0.53 I got that FN=Fg. Fg=mg so 441.45N(rounded to 2SD). Fnet=ma so 24N. And then I'm lost. I know that μ=Ff/FN Someone help me please! |
| Oct11-11, 12:41 AM | #2 |
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Recognitions:
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You have a combined mass of M1 + M2 being accelerated (together). Write an equation for the force that is needed to accelerate such a mass.
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| Oct11-11, 12:44 AM | #3 |
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I got the mass...I think. FT=ma. 6.0N=m1(9.81m/s2) So m1=0.6112kg
Now for the other one... |
| Oct11-11, 12:58 AM | #4 |
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Finding mass within a pulley system. Finding coefficient of friction--- Ok I think I solved it. Ff is Fnet in the direction of acceleration? So since it's decelerating, wouldn't it accelerate in the direction of the friction? So Ff=ma Ff=24N μ=Ff/FN μ=24N/441N μ=0.05442 |
| Oct11-11, 02:14 AM | #5 |
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| Oct11-11, 11:55 AM | #6 |
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| Oct11-11, 01:31 PM | #7 |
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Mentor
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| Oct11-11, 04:42 PM | #8 |
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Fg1-FT=ma Use the total mass of the system. The difference of force of gravity and tension on the rope would be the net force acting on the system. |
| Oct12-11, 04:31 AM | #9 |
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Recognitions:
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The question supplies all the information you need. You have a mass (M1 + M2) being accelerated. The force that is causing the acceleration is the weight of M1.
One equation, one unknown. |
| Oct12-11, 04:44 AM | #10 |
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| Oct12-11, 11:15 AM | #11 |
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Thanks for your help. I tend to overthink these things
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