MTH 141 Summer 2015 CALENDAR AND SYLLABUS


Section 1000
(May 18 - June 19)

 

Week of 

Events 

Text 

May 18 

 

1.1-1.8 

May 25 

 2.1-2.6

June 01 

Exam 1

3.1- 3.7

June 08 

3.9, 4.1-4.3,4.6,4.7, 5.1,5.2 

June 15 

Exam 2, Final Exam

5.3,5.4,6.1-6.4 

 

 

Suggested Homework Problems

PROBLEMS FOR TEXTBOOK SECTIONS 

 

Text Section 

Problems 

1.1 Functions  

1,5,7,12,17,19,21,37,51 

1.2 Exponential Functions 

1,5,14,17,19,23,35,37

1.3 New functions from old 

1,3,9-11,15,24,29,36,37 

1.4 Log functions 

5-13,19,25,33,37,41 

1.5 Trig functions

3,15,19,23,25,29,31,38,45 

1.6 Polynomial, rational functions 

3-5,7,9,15,23,29 

1.7 Continuity 

2-7,11,15,19,21 

1.8 Limits

1-3,11,15,19-21,30-32,55,57 

2.1 Measuring speed

1-3,5,15,17,21,23 

2.2 Derivative at a point 

1,5,7,9,10-12,25,31,35,37,41 

2.3 The derivative function

1,3,7,11,13,17,19,25,29,43 

2.4 Interpreting the derivative 

1-5,8,11,19,23,31 

2.5 The Second derivative 

1-5,7-11,19,21,23,31 

2.6 Differentiability 

1-5,7 

3.1 Powers and polynomials

5-35 odd, 45-50,71 

3.2 Exponentials

1,3,7, 11,15,19, 23,41,53 

3.3 The Product and quotient rules

3-29odd,31,35,43,45 

3.4 The Chain rule

1-25odd, 32,37,45,53-57

3.5 Trig. functions

3-15 odd, 23,25,28,41,50 

 

Text Section 

Problems 

3.6 Inverse functions

1-15 odd, 23,25,31,32,35,36,59,65 

3.7 Implicit diff

1-19 odd, 21,23,28,37 

3.9 Linear approximation

1-7, 10,11,14,19,29,38 

4.1 Using f '(x) and f ''(x)

1,4-14,16-19,28,29,35,43 

4.2 Optimization

1-15odd,19,20,24,28,29 

4.3 Optimization and Modeling

1-11odd,16, 20,28-30 

4.6 Related rates

1,2,5,7,15,19,23,24,44 

4.7 L'Hopital's Rule

1-7,17,25-41odd 

5.1 Measuring distance

1-4,6-12,19,20,23,25 

5.2 The Definite integral

1-3,7,11-17,19,31

5.3 The Fundamental Theorem of Calculus

3-7,9,10,15,24,21,31 

5.4 Theorems about definite integrals

2-16,21,23,29 

6.1 Antiderivatives Graphically and Numerically

1-9,11,12,15,16,19,23 

6.2 Antiderivatives Analytically

1-11,22-37,41-49, 70,71

6.4 Differential equations

11,15,16,19,23 

6.3 The Second Fundamental Theorem of Calculus

1-4, 11=14,19,21,35