Question

Just like indefinite integration is the inverse of differentiation, what is definite integration the inverse of?

Answer 1

definite integration is just the sub part of indefinite integration i'd guess..

Answer 2

So there isn't an inverse of definite integration?

Answer 3

not in my knowledge,,

Answer 4

definite integration yields just another real no.

Answer 5

i think it would be inverse of ' derivative at an end-point(upper limit)-derivative at another end-point(lower limit)' ....

Answer 6

Haha, that really does make sense :)

Answer 7

\[\huge{\frac{d}{dx}\int\limits_{a}^{b}}f(x)dx=f(b)-f(a)\]
is this true ?

Answer 8

f(b) * b' - f(a) * a' it should be..
if a and b are constants..derivative is 0,ofcorse..