Recent content by shashank010288

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    SAVE ME from this weird mechanics problem.

    Since they r of diff masses , normal F will be diff. But since they r rolling friction is sufficient, ( By neglect friction, they mean ROLLING FR.) SO, THEY WILL REACH SIMULTANEOUSLY.
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    Tension & friction prblem (limiting case)

    I appreciate DOC AL's work, but that's quite easy to get. But, my question is, Why can't the system give a single solution?
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    How Does a Conducting Loop's Size Affect EMF and Motion on an Inclined Plane?

    The motional emf is induced across the inner & outer circumference & since the thickness of the ring is neligible, It can be neglected.
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    How Does a Conducting Loop's Size Affect EMF and Motion on an Inclined Plane?

    The motional emf is induced across the inner 7 outer circumference & since the thickness of the ring is neligible, It can be neglected.
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    Tension & friction prblem (limiting case)

    PLz calculate its value by finding the equations. I think its unsolvable as it involves very complex mechanism of friction. Think hard & u will realize that its very very conceptual problem.
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    Tension & friction prblem (limiting case)

    I am extremely sorry. The coeff of friction for 10 kg block is 0.5. It is wrongly printed as 0.f & For gokul, whatever u r saying is surely wrong
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    Can the Formula for the Number of Images by Two Inclined Mirrors Be Proven?

    The formula for no. of images by two mirrors inclined at $ angle is [ 360/$]-1 can anybody prove it?
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    How far will a sliding block on an inclined plane move before coming to rest?

    from 1st part uMg cos 32.7= Mgsin 32.7 so u=tan 32.7=0.642 now for 2nd part a=-(o.642 cos 32.7+sin 32.7)g =1.08g s=v square/2a=(4.25)sq./1.08g This was a pretty simple one
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    Tension & friction prblem (limiting case)

    I am finding it very difficult to find frictional force & tension in this problem, since the system remains at rest. It requires something more than FBD & force eqations. Q. Two blocks 10 kg(u=o.f) & 6kg(u=0.2) ( u:co-ef of friction) lie on a horizontal table, connected by string...
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