Calculus 1000A/B Lecture 5: Lecture Notes 1.27.20 (2.3, 2.5)

• School: Western University
• Department: Calculus
• Course: Calculus 1000A/B
• Professor: Kiriushcheva

Document Summary

10 finna tx va if n isevenand a o. 1 himfangun lxi. ae ixi limgix x a a. 3 fxi. ae cfcx5f climfcx x sa where c is a constant. 5 finna gy fionaailimgna x a if bothlimits exist and limi agunto. Proof cuse i 3 a fire122 3 172. 323. 3 1 as area substitutionformulacanbe usersfor ramona func find yg finna y fignapcxyl. irgaqcxs. phaca ifgusto. 1 1 7,1 0 a o e. imx1 limxoxo eimlxie. mxe x o o. Direct sub emix so dim 2 2 3 1 2. 123. 1 1. 6 xn. Ii c fins cream him t y area suisprop. End him 1 2 61 xss x 3 negaa. vepm ein coxesex ai x s s a 3 x s s xa s s. Ix ex61 x x 6 if x ex geo cxax. usifxz. x. no o s s a s. Iffixegadenix when x is near a exceptpossiblyat a andlimfix limnix l menfignagex l a a a a. D y xz iesinck. se ii limexp o x so.