Fundamental Theorem of Calculus

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Fundamental Theorem of Calculus Anonymous Wed Dec 5 22:27:07 2012 No.5323508 [Reply] [Original]

Hey /sci/ I have been on this question and wanted to see if my response is valid.
The question is, "Explain exactly what is meant by the statement that 'differentiation and integration are inverse processes'."
My response is "Differentiation is rate of change and integration is rate of change of an accumulation (rate of change of area for a function) which is equal to the function itself."
Am I on the right track or have I totally missed the point?

>>	Anonymous Wed Dec 5 22:32:36 2012 No.5323522 Your response has nothing to do with the question, dummy.

>>	Anonymous Wed Dec 5 22:41:06 2012 No.5323547 >>5323522 That's kind of what I figured, could you give me some insight?

>>	Anonymous Wed Dec 5 22:51:06 2012 No.5323574 You could probably get by with saying "The integral is an antiderivative plus a constant function, where the the derivative of the antiderivative of a function is the same function."

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