tobias.johnson@csi.cuny.edu
Office hours: Monday 12–1:30pm, Wednesday 9:30–10am in room 1S-225

This calendar tells you what section of the textbook we will discuss in class each day. After the day has passed, I'll update the calendar to match what sections we actually discussed and mark the sections in bold to indicate that I've done so.

January 26

writing, 5.2-5.4

January 27

January 28

5.4, 5.5, 5.7

January 29

January 30

February 2

5.8, 6.1

February 3

February 4

6.1, 6.2

February 5

February 6

February 9

6.2, 6.3

February 10

February 11

6.3, 6.4

February 12

no classes

February 13

February 16

no classes

February 17

no classes

February 18

6.4, 7.1

February 19

February 20

February 23

review

February 24

February 25

Midterm #1

February 26

February 27

March 2

7.1, 7.2, 7.3

March 3

March 4

7.3, 7.5

March 5

March 6

March 9

7.5

March 10

March 11

7.5, 7.7

March 12

March 13

March 16

7.7, 10.1, 10.2

March 17

March 18

10.2

March 19

March 20

no classes

March 23

10.3

March 24

March 25

review

March 26

March 27

March 30

Midterm #2

March 31

April 1

no classes

April 2

no classes

April 3

no classes

April 6

no classes

April 7

no classes

April 8

no classes

April 9

no classes

April 10

April 13

10.4, 10.5

April 14

April 15

10.6

April 16

April 17

April 20

10.7

April 21

Thursday schedule

April 22

10.8

April 23

April 24

April 27

8.2

April 28

April 29

11.1

April 30

May 1

May 4

11.2

May 5

May 6

11.3

May 7

May 8

May 11

11.4

May 12

May 13

review

May 14

May 15

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