Advertisement

FORMULAS FOR THE DETERMINATION OF EXACT OR APPROXIMATE VALUES OF DEFINITE INTEGRALS.

  • Dennis M. CatesEmail author
Chapter

Abstract

After what has been said in the last lecture, if we divide \( X-x_0 \) into infinitely small elements \( x_1-x_0, x_2-x_1, \dots , X-x_{n-1}, \) the sum
$$ S=(x_1-x_0)f(x_0)+(x_2-x_1)f(x_1)+\cdots +(X-x_{n-1})f(x_{n-1}) $$
will converge toward a limit represented by the definite integral.

Copyright information

© Springer Nature Switzerland AG 2019

Authors and Affiliations

  1. 1.Sun CityUSA

Personalised recommendations