Lessons For On-Line Math 1100 Calculus Techniques

The problems to be completed and turned in are listed in the following table. Each assignment will cover multiple sections in the book. For example, the first assignment covers three sections in the textbook. In most cases, the problems in a single assignment cover problem over related concepts. Also, problems with an asterisk following the problem number indicate that the problem is an application problem.

Completed Homework Policies:

Before turning in homeworks please make sure you read through the following list of homework policies to make sure that you understand how homework should be completed and the appropriate format to get full credit for your work.

The homework assignment links on this page will allow you to download a worksheet for each lesson containing all of the problems. All of the links associated with a single lesson are the same. For example, if you click on the link for Section 1.5 or Section 1.6 will get you to the same worksheet with all of the problems to be completed for Lesson 1. Problems are listed to help students find the individual problems in the textbook. In addition to the problems for a lesson, the pdf file includes a form to fill out with your name, A-number, and mailing address. It is important to include your name and A-number to get full credit for your work. Also, the address you include on the assignment is the return address that will be used to get the graded homework paper back to you. Please note that the turn around time for graded homework may be as long as two weeks. Once homework has been received, it may take up to 10 working days to grade the assignments and then turn them in to the Distance Education Office. All assignments will be sent back to the return address on the assignment.

All homework lesson/assignments you turn in must adhere to the following policies.

• You must complete the assignments on the worksheets provided via the links on this page unless you have written permission from the instructor. For each assignment, do the following:
  • Print the pdf file using any printer.
  • Complete the last page information sheet including your name, A-number, and return address.
  • Complete all work for the problems in the space provided or on the back of the page on which the problem is given. If you use the back of a page, make sure you indicate the problem number on the continuation of the work.
  • After finishing your work on each assignment, staple all sheets together and mail to the Distance Education Office on campus at USU or directly to your instructor in the Department of Mathematics and Statistics. The mailing information for your instructor is contained in the syllabus.
• Work must be neat and not include portions where scratch work has been crossed out. If necessary, work on solutions for problems on scratch paper and transcribe your work onto the worksheet. Homework that is not neat and logically ordered will not be graded.
• All algebraic work must be shown. Many newer calculators are capable of performing much of the algebra in some problems. However, results from graphing will not suffice. There are examples of how problems are to be solved included below. If a problem calls for a sketch of a graph, you may sketch results obtained on a graphing calculator.

Homework not meeting these basic requirements will be sent back to the student without being graded.

Grading Policies:

• You must show your work. If no work is shown no credit will be given. If all that is needed is an answer, you must explain why this answer was given.
• All graphs must be labeled. Axes must be labeled along with any points or curves that are graphed.

To proceed directly to an homework assignment click on the number below

• Material for Exam 1: 1 , 2 , 3 , 4 , 5 ,
• Material for Exam 2: 6 , 7 , 8 , 9 , 10 ,
• Material for Exam 3: 11 , 12 , 13 , 14 , 15

If you are interested in the sections covered in the examinations you can click on the following links to get to those exam descriptions.

• Exam 1 ,
• Exam 2 ,
• Exam 3 ,
• Final

In certain cases, example problems are included from the textbook that are similar to the problems to be turned in by the student. As time goes on more examples will be included. These problems will be worked in detail and students will be expected to show this kind of detail on assignments turned in for grading. Students should be neat and thorough in their problem solutions. Students must keep in mind that the instructor for the course is trying to assess the concepts learned based on the explanations in the homework. If the explanations are hard to read or not complete credit will be lost.

Lesson	Sections From Text	Assignment Problems	Worked Examples
1	Section 1.5 Limits	32, 48, 54, 70*	31, 47, 53, 70**
	Section 1.6 Continuity	18, 26, 40	17, 25, 39,
	Section 3.6 Asymptotes	16, 28, 58	15, 27, 57,
2	Section 2.1 The Derivative	18, 28, 46	17, 27, 45,
	Section 2.2 Rules of Differentiation	12, 18, 30, 40, 48, 52	11, 17, 29, 39, 47, 51,
3	Section 2.3 Rate of Change	10, 14, 18, 22, 26	9, 13, 17*, 21*, 25*,
	Section 2.4 Product and Quotient Rule	4, 12, 32, 42, 58*	3, 11, 31, 41, 57*
4	Section 2.5 The Chain Rule	22, 32, 50, 56, 66, 74*	21, 31, 49, 55, 65, 73*
	Section 2.6 Higher Order Derivatives	24, 30, 34, 44*	23, 29, 33, 43*
5	Section 2.7 Implicit Differentiation	6, 12, 24, 38, 44*	5, 11, 23, 37, 43*
	Section 2.8 Related Rates	12*, 14*, 22*	11*, 13*, 21*
Exam 1	Sections 1.5, 1.6, 2.1, 2.2, 2.3, 2.4, 2.5, 2.6, 2.7, 2.8, 3.6		Test 1: Example 1   (solutions) Test 1: Example 2   (solutions)
6	Section 3.1 Increasing/Decreasing Functions	16, 32, 40*	15, 31, 39*
	Section 3.2 Extrema of Functions	12, 20, 28, 44*	11, 19, 27, 43*
	Section 3.3 Concavity/Second Derivative	16, 30, 52*	15, 29, 51*
7	Section 3.4 Optimization	34, 36, 40	33, 35, 39
	Section 3.5 Business Application	34*, 38*	33*, 37*
8	Section 4.2 Natural Exponential Functions	40, 42, 46	39, 41, 45
	Section 4.3 Derivatives of Exponential Functions	12, 16, 22, 38	11, 15, 21, 37
	Section 4.6 Exponential Growth/Decay	32*, 40*	31*, 43*
9	Section 4.4 Logarithm Functions	34, 40, 48, 72*	33, 39, 47, 71*
	Section 4.5 Derivatives of Logarithm Functions	12, 22, 48, 54, 78*	11, 21, 47, 53, 77*
10	Section 5.1 Antiderivatives	14, 40, 64*	13, 39, 63*
	Section 5.2 Integration Using the Power Rule	24, 40, 54*	23, 39, 53*
	Section 5.3 Integration of Exponentials and Logarithms	22, 46, 64*	21, 45, 63*
Exam 2	Sections 3.1, 3.2, 3.3, 3.4, 3.5, 4.2, 4.3, 4.4, 4.5, 4.6, 5.1, 5.2, 5.3		Test 2: Example 1   (solutions) Test 2: Example 2   (solutions)
11	Section 5.4 Area	26, 38, 78*, 92*	25, 37, 77* 91*
	Section 5.5 Area Between Curves	24, 44*, 50*	23, 43, 49*
12	Section 6.1 Integration by Substitution	16, 34, 66*	15, 33, 65*
	Section 6.2 Integration by Parts	24, 30, 42, 62*	23, 29, 41, 61*
	Section 6.3 Integration by Partial Fractions	22, 38	21, 37,
13	Section 6.6 Improper Integrals	8, 40*	7, 39,
	Section 7.3 Functions of Several Variables	6, 46*	5, 45*
	Section 7.4 Partial Derivatives	22, 30, 34, 60, 70*	21, 29, 33, 59, 69*
14	Section 7.5 Extrema of Functions of Two Variables	14, 28, 38*	13, 27, 37*
	Appendix C.1 Solutions of Differential Equations	16, 36, 42, 54, 66*	15, 35, 41, 53, 65*
15	Appendix C.2 Separation of Variables	6, 24, 42*	5, 23, 41*
	Appendix C.3 First Order Linear Differential Equations	14, 26, 42*	13, 25, 41*
	Appendix C.4 Applications of Differential Equations	10*, 16*	9*, 15*
Exam 3	Sections 5.4, 5.5, 6.1, 6.2, 6.3, 6.6, 7.3, 7.4, 7.5, C.1, C.2, C.3, C.4		Test 3: Example 1   (solutions) Test 3: Example 2   (solutions)
Final Exam	Comprehensive - includes all sections covered on previous examinations.		Final: Example 1   (solutions) Final: Example 2   (solutions)