In the figure, blocks A and B are connected by a light string. Block C is at the top of block A. The pulleys used in the system are massless. The coefficient of kinetic friction between block A and the table is μk, and the coefficient of static friction between blocks A and C is μs. What is mB so that the system accelerates, and at the same time, block C does not slide over block A? What are the acceleration of each blocks and the tension of the string? (Hint: If block A moves by 1m, what is the distance traveled by block B?) http://tinyurl.com/krfbzz3 (figure)
LOL Catherine :)
suko na ako haha
seems like a lit of work, but if you break it down into smaller bits ... which is what the end questions do, it should be managable
B is held up by 2 strings; its force should be distributed equal between the 2, the string taking the corner doesnt affect the Force does it? If not, the A+C (and some coeff of friction) has to equal out half of B to remain motionless
to accelerate the system we need to reduce A+C by some amount and keep it within a range of options such that C relative to A remains motionless ....
thanks mate. will try that out
good luck with it :) try to apply some values to these things to get in idea of it all. Sometimes its just to difficult to see thru the vagueness that they present.
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