Date
Topic
Homework
Due
1/20
Math 121 Review Chapter 5 Review (p. 290-291) #1-27 (odd)
Not due
1/25
§5.7 Working Back from the Chain Rule; the u-Substitution §5.7 #3,16,21,32,35,51,56,77,82
2/1
2/1
§7.1 One-to-One Functions; Inverses
§7.2 The Logarithm Function, Part I
§7.3 The Logarithm Function, Part II
§7.3 #14,18,19,21,22,28,29,45,49,65,67
For #49, find g'(2) instead of g'(1).
2/3
2/3
§7.4 The Exponential Function
§7.5 Arbitrary Powers; Other Bases
§7.4 #5,19,22,26,36,46,53,62
§7.5 #9,19,25,43,50,60,61
2/8
2/8
§7.7 The Inverse Trigonometric Functions
§7.8 The Hyperbolic Sine and Cosine
§7.9 The Other Hyperbolic Functions
§7.7 #1,4,17,22,33,34,40,49
§7.8 #11,22,23
§7.9 #12,35
2/10
2/10
§8.1 Integral Tables and Review
§8.2 Integration by Parts
§8.2 #3,5,10,25,28,34,36,39,42
2/15
2/15
§8.3 Powers and Products of Trigonometric Functions §8.3 #4,5,8,9,17,25,26,30,41
2/17
2/17
§8.4 Integrals Featuring √a2-x2, √a2+x2, √x2-a2 §8.4 #3,6,12,13,19,24,29,55
2/22
2/22
§8.5 Rational Functions; Partial Fractions §8.5 #9,12,14,16,19,22,23,30,37,38
2/24
2/24
§11.1 The Least Upper Bound Axiom
§11.2 Sequences of Real Numbers
§11.2 #2-5,15,32,41,57,61
3/4
3/1
§11.3 Limit of a Sequence
§11.4 Some Important Limits
§11.3 #4,8,9,10,13,20,25,28 (Justify your answers.)
§11.4 #1,6,7,25
3/4
3/3
§11.5 The Indeterminate Form (0/0)
§11.6 The Indeterminate Form (∞/∞); Other Indeterminate Forms
§11.5 #2,11,20,33,35
§11.6 #1,6,8,9,19,20,33
3/22
3/22
§11.7 Improper Integrals §11.7 #3,6,14,17,27,37,39,66
3/24
3/24
§12.1 Sigma Notation
§12.2 Infinite Series
§12.2 #3-8,13,20,21
3/29
3/29
§12.3 The Integral Test; Basic Comparison, Limit Comparison §12.3 #1,4,9,11,13,18,20,22,23,31
3/31
3/31
§12.4 The Root Test; the Ratio Test §12.4 #1,8,13,34,35,43
4/5
4/5
§12.5 Absolute Convergence and Conditional Convergence; Alternating Series §12.5 #2,3,9,10,16,17,24
4/7
4/7
§12.6 Taylor Polynomials in x
§12.7 Taylor Polynomials in x-a
§12.6 #3,8,11,16 (centered at 0)
§12.7 #1,2,4 (ignore the remainder part)
4/12
4/12
§12.6 Taylor Series in x
§12.7 Taylor Series in x-a
§12.6 #27,28,50
§12.7 #1,2,4 (do the remainder part now)
4/14
4/14
§12.8 Power Series §12.8 #3,5,6,10,11,25,28,29,44
4/19
4/19
§12.9 Differentiation and Integration of Power Series §12.9 #4,7,13,14,37,41,43,44
4/21
4/21
§12.9 Differentiation and Integration of Power Series Study for exam

4/26
§10.2 Polar Coordinates
§10.3 Sketching Curves in Polar Coordinates
§10.2 #2-6
§10.3 #1,2,5,8,11
4/28
4/28
§10.5 Curves Given Parametrically §10.5 #13-17
5/3
5/3
Course Summary Study for final