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E15

[1BJ]Calculate explicitly 1 primitive formulas for

\[ \frac 1{\sin (x)^ 2} ~ ~ ,~ ~ \frac{1}{\sqrt{1+x^ 2}} ~ ~ ,~ ~ \frac{1}{2+\sin (x)}\quad . \]

Solution 1

[1BK]

  1. Taken from the book by Giaquinta and Modica [ 10 ] , p. 162 and following.
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Authors: "Mennucci , Andrea C. G." .
Bibliography
  • [11] Mariano Giaquinta and Giuseppe Modica. Analisi Matematica 1. Funzioni di una variabile. Pitagora Editrice Bologna, 1999. ISBN 9788837110499.

Book index
  • function, Riemann integrable ---
  • Riemann integral
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