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MATH 107 CALCULUS and ANALYTIC GEOMETRY Mon, Tues, Wed, and Thurs 8:00 to 9:05 AM Room A 211 5 UNITS Instructor Larry Green Phone Number Office: 541-4660 Extension 341 Internet e-mail:...greenl@ltcc.edu WWW: http://www.ltcc.edu/academics.asp?scatID=5&catID=34 Required Text Calculus eighth edition by Larson, Hostetler, and Edwards Course description The topics covered in this course include Taylor Polynomials, Series, Polar Coordinates, Vectors and Differentiation of Multivariate Functions. Course Objectives The successful student will
Prerequisite A grade of C or better in Math 106 or equivalent. Grading Policy Your letter grade will be based on your percentage of possible points. A 90 -- 100% C 70 -- 79% Homework: .........................................
100 points Exam Policy Students are to bring calculators, pencils or pens, and paper to each exam. Grading will based on the progress towards the final answer, and the demonstration of understanding of the concept that is being tested, therefore, work must be shown in detail. Any student who cannot make it to an exam may elect to take the exam up to two days before the exam is scheduled. If all homework is completed and no more than three homework assignments are counted late, then the regular exam with the lowest score will be dropped. Homework Policy Homework is to be turned in by 5:00 PM on the date due. Homework that is turned in within one week of the due date will be counted as half credit. Homework may be turned later than one week after the due date, but points will not be awarded. At the beginning of each class, a 2 to 5 minute quiz will be given. Each quiz will count as 20% of the homework assignment and cannot be made unless there is a medical excuse. Points for quizzes will only be awarded if the accompanying homework assignment is turned in on time. Extra Credit Any student who has turned in every homework assignment may elect to work on an extra credit assignment or project that will count as additional points towards either an exam or the final. Poster Project The
project involves investigating an application of calculus and physics.
Exceptions will be made for students without a physics background.
The display must be approximately 1 meter by 1.3 meters. You may write
any equation by hand. You are encouraged to have Maple or
Origin assist you in the project. You must work on the project with at least one
partner. Your
abstract is to be a one-paragraph description of your project. It will be due on
May 1. Included in your abstract
should be a set of references that you intend to use.
From 12:00 to 1:30 on May 8 you will be expected to stand by your project
and give a 5 minute presentation to the judges and observers.
The projected will be graded on both content and presentation. Learning Disabilities If you have a learning disability, be sure to discuss it with Larry. Learning disabilities will be accommodated. Tutoring Individual math tutoring is available free of charge in the GMC (G4).
OFFICE HOURS: Room A210 Monday.......................................................... 11:00 to 12:00 Tuesday.......................................................... 9:05 to 10:00 (In GMC) Wednesday......................................... ........... 11:00 to 12:05 (In GMC) Thursday......................................................... 12:00 to 1:00 Friday.............................................................. 11:00 to 12:00 CALCULATORS: The Texas Instruments 89 calculator is required for this class. A WORD ON HONESTY: Cheating or copying will not be tolerated. People who cheat dilute the honest effort of the rest of us. If you cheat on a quiz or exam you will receive an F for the course, not merely for the test. Other college disciplinary action including expulsion might occur. Please dont cheat in this class. If you are having difficulty with the course, please see me. HOMEWORK ASSIGNMENTS Lecture will always be geared towards an explanation of the topics that will be covered on the upcoming homework assignment. For True/False question you must explain your reasoning even if the statement is true. Date Section Topic Exercises 4-2 Introductions 4-3 9.1
Sequences 1,10,15,20,25,27,31,36,45,52,60,69,80,90,117,118,119,120
4-4 9.2
Series
1,7,10,16,18,23,40,51,65,68,77,80,90,103,108,117,118,125,SP
4-5 9.3
Integral
& P Test 1,6,11,16,21,26,30,51,56,61,70,75,78,SP
4-9 9.4
Comparison
Test 3,8,13,16,21,26,29,37,44,47,55,56,57,58,59,60,70,SP
4-10 9.5
Alternating Series
1,6,11,16,21,26,31,36,41,46,51,56,67,68,69,70,89,90
4-11 9.6
Ratio & Root
Test 16,21,26,31,36,41,46,51,56,61,66,71,74,79,86,91
4-12 9.7
Taylor Polys
1,6,16,20,25,41,46,51,56,59,68
4-16 9.8
Power Series
1,6,11,16,21,26,31,36,41,46,51 4-17 9.8
Power Series
56,64,69,7279,80,81,82,84 4-18 9.9
Functions & Series
1,4,7,10,13,16,19,22,25,31 4-19 9.9
Functions &
Series 33,36,39,42,43,53,56,58,65
4-23 9.10
Taylor
Series
1,5,11,16,21,26,31,36,41 4-24 9.10
Taylor
Series
46,48,51,54,57,62,71,73,83
4-25 Exam I 4-26 Return Midterm I Orbits
4-30 10.1
Conics
6,15,42,49,60,70,81,98,117,120 5-1 10.2
Parametric
Equs.
1,11,20,31,40,47,67,69,70,71,SP 5-2 10.3
Parametric
Calc. 1,11,18,23,30,39,46,51,60,69,82,99,100 5-3 10.4
Polar
Curves
1,12,26,33,40,49,60,76,83,115,116,117,118,SP
5-7 10.5
Polar
Area
1,6,11,16,21,26,31,41,46,56,6572,75,76 5-8 Poster Session 5-9 11.1
Plane Vectors
1,12,21,30,37,46,49,56,68,84,95,96,97,98,99,100
5-10 11.2
Space Vectors
1,11,18,28,35,42,47,56,68,73,85,111
5-14 11.3 Dot
Product
1,15,22,30,32,39,45,48,69,71,75,76,89 5-15 11.4
Cross
Product
1,8,15,24,31,36,41,46,53,54,55,59,63 5-16 11.5
Lines &
Planes
1,8,11,18,29,33,44,49,58,65,81,88,93,117,118,119,120,SP 5-17 11.6
Surfaces
1,12,17,22,27,42,47,51,57,63,64
5-21 11.7
Cyl/Spher.
Coords. 3,10,19,24,31,38,47,52,57,72,80,89,98,111,119,120,121,122
5-22 Exam II 5-23 Return Midterm II 5-24 13.1
Multivar.
Functions 1,8,17,29,34,46,55,57,69,75,78,83,88,89,90,91,92
5-28 Memorial Day 5-29 13.2
Limits &
Continuity
1,8,18,19,22,25,31,38,41,46,53,57,60,63,64,65,66 5-30 13.3 Partial
Derivatives
1,8,15,29,36,37,46,51,62,74,81,86,99,103,104,105,106 5-31 13.4 Differentials
1,8,15,20,25,31,34,38,40
6-4 13.5
Chain
Rules
1,8,11,16,23,30,35,40,45,51,56,59,63 6-5 13.6
Gradient Vector
1,10,15,20,24,30,37,44,59,71,77,78,79,80 6-6 13.7 Tangent
Planes
1,8,17,27,33,43,50,55,60,SP 6-7 13.8 Extrema
1,8,15,20,25,32,43,46,53,60,63,64
6-11 13.9
Apps of Extrema
1,8,15,21,36,46,SP 6-12 13.10 Lagrange
Mult.
1,8,15,20,27,34,37,40 6-13 Review
6-18 Comprehensive Final Exam 8:00 AM - 9:50 AM HOW TO SUCCEED IN A MATH CLASS
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