MAT136H1 Lecture Notes - Lecture 12: Scilab

• School: UTSG
• Department: Mathematics
• Course: MAT136H1
• Professor: Anthony Lam

Document Summary

4 s in x s (sin x) (1. 1 2 2 + u 4 du u 5. )du u 3 + c sin x3 + c. 2 + 2 sinx + c in xcos xdx s. 1 cos2x 2 in x(1 s os xdx c u 4 u 2 (1 u 7 + c u 5 7. = 5 sin x7 sin x5 7. 2 m in xcos xdx, if m is odd, then s n. 2 (m 1)/2 n cos xdx (1 (1 u=cosx, du= sinx. | + c anxdx t an xsec xdx t. Ex2 even u 8 + u 10 u 9 + 11. Ex3 an x t an xsec x(sec xdx) t tan x11 + c. 2 1 2 + s ec x)(secxtanx)dx ec x)(secxtanx)dx ec x)(secxtanx)dx u=secx, du=secxtanxdx (tan x ((tan x) ) ((sec x ((u. = u 4 u 2 u 5 3.