CHAPTER 5: INTEGRATION AND DIFFERENTIATION

5.1 Fundamental theorem of Calculus

5.5(E)14,17,18,19,22(b),26(d)
(H)20,22(c)(d), 26(b)(c) due:10/8

5.7 Integration by substitution
5.8 (E)23,24,26
(H)9,13,18,25 due:10/8

5.9 Integration by parts

5.10 (E)18,21
(H)17,19,20 due:10/15

5.11 (E)8,10,25
(H)7,9,18 due:10/15
 

CHAPTER 6: TRANSCENDENTAL FUNCTIONS, TECHNIQUES OF INTEGRATION

6.3 Definition and properties of logarithms

6.9 (E)28,29
(H)3,19,23 due:10/20

6.10 Polynomial approximations
6.12 exponentials, hyperbolic functions

6.17 (E)39,40
(H)15,18,28,29 due:10/20

6.20 Inverse functions
6.22 (E)11
(H)26,28 due:10/20

6.23 Partial fractions
6.24 Rationalizing substitutions
6.25 (H)N,N+10,N+20,N+30, where
N is the last digit of your ID number
(if N=0, N+40 replaces N) due:10/29

6.26(E)6,10,19
          (H)2,7  due:10/29 (NEW!)