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Differential Calculus
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10 Mar 2010 17:26:28 IST
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Mod(x) is a function which is not differentiable at x = 0.....................This means you can't have a general expression by applying the dy/dx operator. However, you can break it down as shown below:
d[mod(x)]/dx = 1when x>0, -1 when x< 0 and doesn't exist for x = 0












y = |x|
So, dy/dx = ( x / |x| ) d(x)/dx
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