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Details and Assumptions: \(\bullet\) Initially the masses are ...

Each block has mass \(m\). We are finding acceleration of topmost block.

Assume the tension \(T\) acting on topmost block and acceleration \(a\) in upward direction.

Then tension on second ...

Let the numbers \(P=2008^{2007}-2008\), and \(Q=2008^{2}+2009\).

What is the remainder when \(P \) is divided by \(Q\)?

a , b are coprime and c, d are coprime and ln (e)=1 ...

How many trailing zeroes are in the decimal representation of \[n=1+\displaystyle{\sum_{k=1}^{2013}k!(k^3+2k^2+3k+1)}?\]

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