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Differentiation is the set of techniques and results from Differential Calculus, concerning the calculation of derivatives of functions or distributions.

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Is every $dm$ piece unequal when using integration of a non-uniformly dense object?

When we want to find the total charge of an object or total mass, usually we start off with a setup such as: $$ m = \int dm \:\;\:\text{or} \:\;\:q = \int dq$$ in which we then use (and to keep it sim …
Gino Gamboni's user avatar