tobias.johnson@csi.cuny.edu
Office hours: Monday 2-3pm; Wednesday 1-3pm, via Zoom

Section numbers refer to the textbook and tell you what to watch to prepare for class on that day. See the bottom of the page for the main topic for each section.

August 24

August 25

August 26

first class

August 27

August 28

August 31

5.2–5.5 (lec. 1, lec. 2, lec. 3), 5.7 (lec. 1, lec. 2)

September 1

September 2

6.1 (lec. 1, lec. 2, lec. 3)

September 3

September 4

September 7

no class

September 8

September 9

5.8 (lec. 1, lec. 2), 6.2 (lec. 1, lec. 2, lec. 3)

September 10

September 11

September 14

6.3 (lec. 1, lec. 2)

September 15

September 16

6.4 (lec. 1, lec. 2, lec. 3), review

September 17

September 18

September 21

Exam #1

September 22

September 23

7.1 (lec. 1, lec. 2, lec. 3)

September 24

September 25

September 28

no class

September 29

7.2, 7.3 (lec. 1, lec. 2)
unusual class day

September 30

7.5 (lec. 1, lec. 2)

October 1

October 2

October 5

7.5 (lec. 3), 7.6

October 6

October 7

7.7 (lec. 1, lec. 2, lec. 3)

October 8

October 9

October 12

no class

October 13

October 14

10.1, review

October 15

October 16

October 19

Exam #2

October 20

October 21

10.2 (lec. 1, lec 2, lec. 3)

October 22

October 23

October 26

10.3 (lec. 1, lec 2, lec. 3)

October 27

October 28

10.4, 10.5 (lec. 1)

October 29

October 30

November 2

10.5 (lec. 2, lec. 3)

November 3

November 4

10.6 (lec. 1, lec. 2, lec. 3)

November 5

November 6

November 9

10.7 (lec. 1, lec. 2, lec. 3)

November 10

November 11

10.8 (lec. 1, lec. 2, lec. 3)

November 12

November 13

November 16

8.2 (lec. 1, lec. 2)

November 17

November 18

11.1 (lec. 1, lec 2, lec. 3), review

November 19

November 20

November 23

Exam #3

November 24

November 25

no class

November 26

Thanksgiving

November 27

November 30

11.2 (lec. 1, lec. 2)

December 1

December 2

11.3 (lec. 1, lec. 2)

December 3

December 4

December 7

11.4 (lec 1, lec. 2)

December 8

December 9

review
last class

December 10

December 11

December 14

Final Exam

December 15

December 16

December 17

December 18

5.2
definite integrals (review)
5.3
indefinite integrals (review)
5.4, 5.5
Fundamental Theorem of Calculus (review)
5.7
integration by substitution (review)
5.8
inverse trigonometric and exponential antiderivatives (review)
6.1
area between two curves
6.2
volume and average value
6.3
volumes of revolution
6.4
cylindrical shells
7.1
integration by parts
7.2
trigonometric integrals
7.3
trigonometric substitution
7.5
partial fractions
7.6
strategies for integration
7.7
improper integrals
10.1
sequences
10.2
series
10.3
series with positive terms
10.4
absolute and conditional convergence
10.5
ratio and root test
10.6
power series
10.7
Taylor polynomials
10.8
Taylor series
8.2
arc length and surface area
11.1
parametric equations
11.2
arc length and speed
11.3
polar coordinates
11.4
area in polar coordinates