Classification,+ Comparison+and+Contrast+Version+1+with+classmate+comments

Classification
There are some types of integrals:

Defined Integral: Is a integral in a limited space from A to B, this mean, is the area under the curve with a defined borders.

Example:

Undefined Integral: Opposite to the defined integrals, this has no limits of integrations. This calculate all the area under the curve, in all its extension, even if it is infinite. Example:

Improper integrals: Is an integral that the value of one or both limits is infinite, or a number when the function is not defined.by example: the function: 1/X is not defined when X=0.

Example:

The Integral and derivate are closely related, that is because, an integral is the opposed operation of the derivate, like the subtraction to the addition. This means, if we got a function F and its derivate is F', when we do the undefined integral of F' we got F again.

Some difference are: Are there any differences???? if not just say there are no differences.

Ok i think it's not done but it's very good - Alejandro Carrasquel