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Summation, represented by sigma (Σ) is the discreet version of integration.

Integration is the continuous version of summation.

It can be somewhat hard to explain the difference between discreet and continuous phenomena.

The best way to think about integration is as the area under a line, curve, or function. Think of a triangle formed by lines y=0, x=1,and y=x. written mathematically, this is the integral x=0 to 1 of (x). You can also calculate the area of a half unit circle. integral x=-1 to 1 of (sqrt(1-x^2)).

The best way to think about summation is the adding of numbers. sum x=0 to 1 of (x) yields the equation (0+1). sum x=-1 to 1 of (sqrt(1-x^2)) yields the equation (0+1+0).

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Q: What is difference between integration and summation?
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