integrals
the integral of the function is simply the opposite of a derivative
if you recognize the integral fuction such as y=x^2 you know that the integration is one power higher plus a variable simply y=x^3+a
the integral of the function is simply the opposite of a derivative
if you recognize the integral fuction such as y=x^2 you know that the integration is one power higher plus a variable simply y=x^3+a
Links
[1] https://course-notes.org/subject/calculus
[2] https://course-notes.org/taxonomy/term/1040933
[3] https://course-notes.org/taxonomy/term/1039048
[4] https://course-notes.org/taxonomy/term/1039049
[5] https://course-notes.org/taxonomy/term/1038977
[6] https://course-notes.org/taxonomy/term/1038961
[7] https://course-notes.org/taxonomy/term/1039220
[8] https://course-notes.org/taxonomy/term/1038947
[9] https://course-notes.org/tag_your_content/calculus
[10] https://course-notes.org/user
[11] https://course-notes.org/user/register
[12] https://course-notes.org/node/add/upload/bulk