Darryl Egley

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GRADES

GRADES ARE HERE

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Solutions to Exams are here.

Exam I
Exam I Solutions
Exam II
Exam II Solutions
Note: The a few of the items on the exams have been altered, as I corrected some typos.
EXAM III
Exam III Solutions

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ZOOM MEETINGS INFO

The next Zoom meetings will be Tuesday (11 Aug) at 10:00 am and 8:00 pm. (Note time change!)

It will be for answering questions you have regarding homework. Follow the link below to attend the meeting.
If there is some sort of technical glitch, look to this page for communication.
The following link will work for all the meetings:
https://zoom.us/j/7442591725?pwd=NVJ3Uk5MUWtuemtyZmt0RlJXbnFtQT09

If all is working well, all you’ll need to do is click on the link above.
In case you need it, the Meeting ID and Password are below:
Meeting ID: 744 259 1725
Password: calc2

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TUTORING AVAILABLE

The Math Department has set up a system of on line tutoring. Instructions to access it are Here.

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Basic Forms from Calculus I are Here.

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DAILY POSTINGS THAT YOU NEED TO READ

#1 Message posted July 17
#2 Message posted July 17
#3 Message posted July 17 CORRECTED!!
Message posted 15 July 2020
Message posted 14 July 2020
Message posted 13 July 2020 (a second one)
Message posted 13 July 2020
Message posted 9 July 2020
Message posted 7 July 2020
Here is a sample copy of the answer sheet for Exam I

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Video Lessons:

Chapter 9:

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Section 9.8
Power Series I Intro
Radius and Interval of Convergence I
Radius and Interval of Convergence II
Radius and Interval of Convergence III
Radius and Interval of Convergence IIII
Radius and Interval of Convergence V
Radius and Interval of Convergence VI
Derivatives and Integrals of Power Series
Homework: pg 658 #9-33 odd
Homework Hints
Homework Solutions

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Section 9.6
Ratio Test I
Ratio Test II
Ratio Test III
Ration Test IIII
Root Test
Homework: #17-35 odd
Homework Hints
Homework Solutions

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Sections 9.3 – 9.5
Tests for Convergence I
Comparison Tests
Limit Comparison Test
Limit Comparison Test Examples
Limit Comparison Test Example II
Alternating Series Test
Homework: Pg 620 #17-25 odd
Homework Hints
Homework Solutions

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Section 9.2
Series I Intro
Series II
Series III
Series IIII
Series V
Series VI
Homework: pg 605 #11-23 odd #29-35 odd #45, #47, #61
Homework Hints
Homework Solutions

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Section 9.1
Sequences I Intro
Sequences II
Sequences III
Sequences IIII
Sequences V
Sequences VI
Homework: pg 596 #17,19,29-37 odd, #45 – 51 odd, #53, #57
Homework Hints
Homework Solutions

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Chapter 10:

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Solutions to Chapter 10 Homework
Section 10.2 a
Section 10.2 b
Section 10.2 c

Section 10.5 a
Section 10.5 b
Section 10.5 c

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Section 10.5
Area in Polar Coordinates I
Area in Polar Coordinates II
Area in Polar Coordinates III
Area in Polar Coordinates IIII
Homework: Pg 735 #7 – 17
Note: For these items you need only SET UP the integrals. Solutions are above.

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Section 10.4
Polar Coordinates I
Polar Coordinates II
Polar Coordinates III
Polar Coordinates IIII
Polar Coordinates V

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Section 10.2
Parametric Equations I
Parametric Equations II
Parametric Equations III
Parametric Equations IIII
Parametric Equations V
Parametric Equations VI
Homework: Pg 707 #5 – 19 odd
Note: For these items you need only SET UP the integrals. Solutions are above.

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Chapter 7:

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Solutions to Chapter 7 Homework
Page 1
Page 2
Page 3

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Section 7.6
Center of Mass I
Center of Mass II
Center of Mass III
Center of Mass IIII (this video had an error – it’s being corrected)
Homework: Pg 502 #15 – 27 odd
Note: For these items you need only SET UP the integrals. Solutions are above.

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Section 7.5
Work Integral
Work Integrals
Homework: Pg 491 #9*,11*,13*,21,23
* Note that in problems 9, 11, and 13 you will need to convert from inches to feet.
Note: For these items you need only SET UP the integrals. Solutions are above.

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Section 7.4
Arc Length I
Arc Length II
Homework: Pg 480 #21,23,25
Note: For these items you need only SET UP the integrals. Solutions are above.

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Section 7.3
Shell Method Intro
Shell Method I
Shell Method II
Disk Method vs Shell Method
Homework: Pg 470 #3,5,7,9,15
Note: For these items you need only SET UP the integrals. Solutions are above.

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Section 7.2
Solids of Revolution Intro
Disc Method I
Disk Method II
Disk Method III
Washer Method I (Sub-category of the Disk Method)
Washer Method II
Washer Method III
Homework: Pg 461 #5,7,9,11,13a, 15a
Note: For these items you need only SET UP the integrals. Solutions are above.

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Chapter 8:

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More Section 8.8
More L’Hopital’s Rule
More Infinity Arithmetic
More Improper Integrals I
More Improper Integrals II
More Improper Integrals III
More Improper Integrals IIII
p-Integrals
Homework: pg 579 #33, 35, 37

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Section 8.8
Infinity Arithmetic Review
L’Hopital’s Rule I
L’Hopital’s Rule II
L’Hopital’s Rule III
L’Hopital’s Rule IIII
Improper Integrals I
Improper Integrals II
Improper Integrals III
Improper Integrals IIII
Improper Integrals V
Homework: pg 579 #17, 17, 21, 27, 29

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Section 8.5
Partial Fractions I Introduction Part I
Partial Fractions II Introduction Part II
Partial Fractions III Category I Example 1
Partial Fractions IIII Category I Example 2
Partial Fractions V Category II Example 1
Partial Fractions VI Category II Example 2
Partial Fractions VII Category III Example 1 Part 1
Partial Fractions VIII Category III Example 1 Part 2
Partial Fractions IX Category III Example 2 Part 2
Partial Fractions X Category III Example 2 Part 2
Partial Fractions XI Category IIII Example 1
Partial Fractions XII Category IIII Example 2
Homework: pg 557 #3-19 (omit #9)

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Section 8.4
Trig Substitution I
Trig Substitution II
Trig Substitution III
Trig Substitution IIII
Trig Substitution V
Trig Substitution VI
Trig Substitution VII
Trig Substitution VIII
Trig Substitution IX
Trig Substitution X
Homework: pg 547 #5-35 odd, and #39

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Section 8.3
Trigonometric Integrals I
Trigonometric Integrals II
Trigonometric Integrals III
Trigonometric Integrals IIII
Trigonometric Integrals V
Trigonometric Integrals VI
Trigonometric Integrals VII
Trigonometric Integrals VIII
Trigonometric Integrals IX
Homework: pg 538 #3-13 odd, #21-33 odd, #59-65 odd
Solution Hints
Notice for this homework: You should omit #9 and #63. These are do-able, but are well beyond what I will expect of you.

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Section 8.2
Integration by Parts I Introduction
Integration by Parts II Examples
Integration by Parts III Examples
Integration by Parts IIII Examples
Integration by Parts V Examples
Integration by Parts VI Examples
Integration by Parts VII Examples
Integration by Parts VIII Examples
Integration by Parts IX Examples
Homework: pg 529 #15-33 odd (omit #23) and # 43-51 odd (sorry for the delay in posting these)
Solution Hints
A few people asked about #33. Here is my solution. Other solutions are possible.