Integral

Change of discrete summation to definite integral

Change of discrete summation to definite integral
  1. Is summation equal to integral?

Is summation equal to integral?

Both integrals and sums represent areas: an integral is the area under a curve and a sum is an area under a bunch of rectangles. You know one area is bigger than another when the first region completely covers the second region. Based on this, you can bound an integral by a sum or vice versa.

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