Math 120 — Differential and Integral Calculus

Assignments are due on Tuesday, at the beginning of class. The row that an assignment appears in is the day that it is due.


  Date Topic Book Homework Practice Problems Tutorial Topic
Sept. 9 Introduction to the course    
10 Functions §1.3 §1.3: 13, 37. §1.5: 19
12 Inequalities §A 25, 33, 45
16 Triangle inequality and applications §A H1 53, 61, 67  
17 Limits §2.2 A1 §2.2: 7, 13. §2.4: 1, 3. Inequalities
19 More Limits §2.4 17, 19, 21 T1
23 A Limit Theorem §2.3 H2 1, 3, 7, 37
24 More Limit Theorems §2.3 A2 17, 21, 25, 35 Limits
26 Asymptotes §2.6 15, 17, 31 T2
 
30 Continuity §2.5 H3 31, 37, 41
Oct. 1 Theorems about continuous functions §2.5 A3 45, 47, 51
3 Derivatives §2.7 15, 17, 19 T3
7 Differentiation §3.1–3.2 H4 §3.1: 27, 33. §3.2: 27, 41
8 In-class exam #1 A4
11 Trigonometric Functions §3.3 11, 33, 35 T4
14 Chain Rule §3.4 9, 25, 35
15 Implicit Functions §3.5 H5 1, 3, 21
17 Related Rates §3.5 A5 11, 25, 33 T5
21 Inverse Functions §3.6 H6 9, 19, 25
22 Extremal Values §4.1 A6 3, 9, 13, 31
24 Optimization §4.7 11, 33, 55 T6
28 Mean Value Theorem §4.2 H7 7, 11, 25, 29
29 Increasing and decreasing functions §4.3 A7 5, 53
31 Indeterminate forms and L'Hôpital's rule §4.4 1, 29, 43, 57 T7
 
Nov. 4 Convexity §4.3 H8 1, 7, 15
5 More convexity §4.3 A8
7 In-class exam #2 T8
11 Curve Sketching §4.5 H9 11, 41, 49
12 Definite Integrals §5.1 A9 1, 11, 13, 15
14 More Integrals §5.2 7, 33, 37, 51 T9
18 Properties of Integrals §5.2 H10 41, 43, 47, 53  
19 Fundamental Theorem of Calculus §5.3 A10 3, 7, 9, 17
21 More Fundamental Theorem §5.3 19, 33, 41, 43 T10
25 Cardinality H11
26 Riemann sums and finding the integral A11  
28 More finding the integral T11
 
Dec. 2   H12  
3   A12