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partialfracti
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I remember that Position, velocity, and acceleration are all related in calculus somehow. Perhaps if one differentiates position, the result is the velocity, and if one differentiates velocity, the result is the acceleration. And the process can be reversed by integration. In this case, perhaps it would be that if one integrates the acceleration, one gets the velocity. And if one integrates velocity, one gets position.
I know about Ohm's Law that Current equals voltage divided by resistance.
In the field of electromagnetism in calculus, are current, resistance, and voltage related in a way analagous to the relationship between position, velocity, and acceleration in calculus? If so, what is the relationship of current, voltage, and resistance in terms of calculus?
I know about Ohm's Law that Current equals voltage divided by resistance.
In the field of electromagnetism in calculus, are current, resistance, and voltage related in a way analagous to the relationship between position, velocity, and acceleration in calculus? If so, what is the relationship of current, voltage, and resistance in terms of calculus?