MATH 120 Lecture Notes - Lecture 10: Tzu

• School: Queen's University
• Department: Mathematics
• Course: MATH 120

Document Summary

5- and 1- are as in the ftoci. = f. then we say that f is an anti derivative of f. It f is an anti derivative of f. then for any ceir , 1=1 1+1 also has derivative fix) . a cer so that if f. and i , are both antiderivatives of f. then there is. Def . the indefiniteinteg. ru# is the set of all possible anti derivatives of f. fflxldx :{ fl f" if } family of functions. 111-1 1 dx " reps . the definite integral la number ) . the signed area under the graph ffh)d _ In / it c lnlglxiltc e tc. Fb - b"" tc lb > 07 r. In / cos 1 11 + c tank ) -1c arctanlxltc arcsinlx) -1c fit sink) "1 1 . the form ihlglx )) - g. Hlglx )) = h"glx ) - g of.