Math 0120 Schedule and Practice Problems

Based on a Monday/Wednesday/Friday schedule

January 8

1.1

Real numbers, inequalities, and lines

#6-25, 33-48, 61-65

January 10

1.2

Exponents

#1-35, 57-65, 71-80


January 13

1.3

Functions

#1-15, 23-30, 35-40, 65, 68, 79, 92, 93


January 15

1.4

Functions, continued

#1-5, 11-20, 33-40, 49-54, 63-67


January 17

2.1

Limits and continuity

#5-8, 13-16, 23-28, 33-50, 61-76


January 22

2.2

Rates of change, slopes, and derivatives

#1-10, 17-20, 25-30, 55, 56, 66-68


January 24

2.3

Some differentiation formulas

#1-40, 47, 49, 51, 52


January 27

 

2.4

The Product and Quotient Rules

#5-15, 31-46, 53-62


January 29

2.5

Higher-order derivatives

#1-54


January 31

2.6

The Chain Rule and the Generalized Power Rule

#11-50, 57


February 3

2.7

Nondifferentiable functions

#1-8


February 5


Review



February 7


Exam 1



February 10

3.1

Graphing using the first derivative

#1-25, 33-45


February 12

3.2

Graphing using the first and second derivatives

#1-15, 29, 30, 41-45, 49, 50, 57, 58


February 14

3.3

Optimization

#1-10, 19, 20, 25-30, 36-46


February 17

3.4

Further applications of optimization

#1-13, 21


February 19

3.5

Optimizing lot size and harvest size

#1-15


February 21

3.6

Implicit differentiation and related rates

#1-20, 37-40, 59-63, 66, 69


February 24

4.1

Exponential functions

#1-11, 13, 16, 17, 19, 22, 30


February 26

4.2

Logarithmic functions

#1-14, 17-23, 31, 32


February 28

4.3

Differentiation of exponential and logarithmic functions

#1-44, 51-54, 59-62, 119-122


March 10

4.4

Relative rates and elasticity of demand

#1-32


March 12


Review



March 14


Exam 2



March 17

 

5.1

Antiderivatives and indefinite integrals

#1-35, 43-48


March 19

5.2

Integration using logarithmic and exponential functions

#1-25, 41-45


March 21

5.3

Definite integrals and area

#19-25, 47-66, 75-82, 86, 90, 107


March 24

5.4

Average value and area between curves

#1-10, 27-30, 37-50


March 26

5.5

Consumers/producer surplus and income distribution

#1-20


March 28

5.6

Integration by substitution

#13-60


March 31

6.1

Integration by parts

#9-46


April 2

6.2

Integration using tables

#7-15, 57-60


April 4

7.1

Functions of several variables

#9-12, 31, 35-37


April 7

7.2

Partial derivatives

#1-32, 41-44


April 9


Review



April 11


Exam 3



April 14

7.3

Optimizing functions of several variables

#1-25


April 16

7.3

Optimizing functions of several variables (cont)



April 18

7.5

Lagrange multipliers and constrained optimization

#1-31


April 21


Review



 

April 29


Departmental final exam for all day sections 2:00-3:50 PM 

Room: TBA