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[n+psinx] where n -> integer p -> prime number [ ] -> greatest integer function i want to know at what points this function is differentiable....
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this is a discrete function
the answer seems to be in terms of p
I don't know if I can help I thought.....since x is real and [] will only output integers, that it is then not differentiable unless constant
Consider the simplified problem of finding the points/intervals where \[[\sin (x)]\] is differentiable
Where {sin(x)] is differentiable isnt too bad. It looks like this:|dw:1375771181932:dw|
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