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  • 25 pages 16.7, Surface Integrals.pdf
    • 16.7, Surface Integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.7 , A) Surface Integrals with Respect to Surface Area November 11, 2016 8:48 AM 16.7^J Surface Integrals Page 1 16.7^J Surface Integrals Page 2 Properties and Applications November 11, 2016 8:51 AM 16.7^J Surface Integrals Page 3 Remark November 11, 20
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    16.7, Surface Integrals.pdf

  • 9 pages 14.5, The Chain Rule.pdf
    • 14.5, The Chain Rule.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.5, The Chain Rule September 16, 2016 7:57 AM 14.5^J The Chain Rule Page 1 Example 1 September 16, 2016 8:03 AM 14.5^J The Chain Rule Page 2 Theorem 2, Example 2 September 16, 2016 8:04 AM 14.5^J The Chain Rule Page 3 14.5^J The Chain Rule Page 4 Exampl
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    14.5, The Chain Rule.pdf

  • 10 pages 15.2, Double Integrals over General Regions.pdf
    • 15.2, Double Integrals over General Regions.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 15.2, Double Integrals over General Regions May 20, 2016 11:52 AM 15.2^J Double Integrals over General Regions Page 1 15.2^J Double Integrals over General Regions Page 2 15.2^J Double Integrals over General Regions Page 3 15.2^J Double Integrals over Gene
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    15.2, Double Integrals over General Regions.pdf

  • 11 pages 16.6, Parametric Surfaces^J Tangent Planes.pdf
    • 16.6, Parametric Surfaces^J Tangent Planes.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.6, Parametric Surfaces November 3, 2016 11:08 AM 16.6^J Parametric Surfaces^J Tangent Planes Page 1 Example 1 November 3, 2016 11:10 AM 16.6^J Parametric Surfaces^J Tangent Planes Page 2 16.6^J Parametric Surfaces^J Tangent Planes Page 3 16.6^J Paramet
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    16.6, Parametric Surfaces^J Tangent Planes.pdf

  • 21 pages 16.2, Line Integrals.pdf
    • 16.2, Line Integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • A) Line Integrals with respect to Arc Length October 31, 2016 8:40 AM 16.2^J Line Integrals Page 1 Properties and Applications November 1, 2016 4:04 PM 16.2^J Line Integrals Page 2 16.2^J Line Integrals Page 3 Example 1 November 1, 2016 4:17 PM 16.2^J Lin
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    16.2, Line Integrals.pdf

  • 16 pages 16.9, Divergence Theorem.pdf
    • 16.9, Divergence Theorem.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.9, The Divergence Theorem December 2, 2016 8:38 AM 16.9^J Divergence Theorem Page 1 Example 1 December 2, 2016 8:40 AM 16.9^J Divergence Theorem Page 2 16.9^J Divergence Theorem Page 3 16.9^J Divergence Theorem Page 4 Example 2 December 5, 2016 6:59 AM
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    16.9, Divergence Theorem.pdf

  • 11 pages 15.7, Cylindrical Coordinates.pdf
    • 15.7, Cylindrical Coordinates.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • Triple Integral in Cylindrical Coordinates May 31, 2016 2:59 PM 15.7, Cylindrical Coordinates Page 1 - 15.7, Cylindrical Coordinates Page 2 Example 1 May 31, 2016 3:01 PM 15.7, Cylindrical Coordinates Page 3 15.7, Cylindrical Coordinates Page 4 Example 2
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    15.7, Cylindrical Coordinates.pdf

  • 10 pages 15.8, Spherical Coordinates.pdf
    • 15.8, Spherical Coordinates.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • Triple Integral in Spherical Coordinates June 1, 2016 5:00 PM 15.8^J Spherical Coordinates Page 1 15.8^J Spherical Coordinates Page 2 Example 1 June 1, 2016 5:50 PM 15.8^J Spherical Coordinates Page 3 15.8^J Spherical Coordinates Page 4 Example 2 June 1,
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    15.8, Spherical Coordinates.pdf

  • 14 pages 16.5, Curl and Divergence.pdf
    • 16.5, Curl and Divergence.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.5, Curl and Divergence June 2, 2016 5:40 PM 16.5^J Curl and Divergence Page 1 Example 1 October 30, 2016 8:23 PM 16.5^J Curl and Divergence Page 2 Theorem 1 October 30, 2016 8:25 PM 16.5^J Curl and Divergence Page 3 Example 2 October 30, 2016 8:29 PM 1
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    16.5, Curl and Divergence.pdf

  • 15 pages 15.4, Applications of double integrals.pdf
    • 15.4, Applications of double integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • Mass and Electric Charge May 26, 2016 12:58 PM 15.4 Applications of double integrals Page 1 15.4 Applications of double integrals Page 2 Moments and Center of Mass May 26, 2016 1:35 PM 15.4 Applications of double integrals Page 3 15.4 Applications of doub
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    15.4, Applications of double integrals.pdf

  • 3 pages 16.1, Vector Fields.pdf
    • 16.1, Vector Fields.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.1, Vector Fields June 2, 2016 12:33 PM 16.1^J Vector Fields Page 1 Example 1 October 28, 2016 8:12 AM 16.1^J Vector Fields Page 2 Conservative Vector Fields October 28, 2016 8:14 AM 16.1^J Vector Fields Page 3
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    16.1, Vector Fields.pdf

  • 10 pages 16.3, The Fundamental Theorem for Line Integrals.pdf
    • 16.3, The Fundamental Theorem for Line Integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.3, The Fundamental Theorem for Line Integrals November 1, 2016 5:13 PM 16.3^J The Fundamental Theorem for Line Integrals Page 1 16.3^J The Fundamental Theorem for Line Integrals Page 2 Example 1 November 1, 2016 5:18 PM 16.3^J The Fundamental Theorem f
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    16.3, The Fundamental Theorem for Line Integrals.pdf

  • 15 pages 16.8, Stokes Theorem.pdf
    • 16.8, Stokes Theorem.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.8, Stokes' Theorem November 28, 2016 10:25 AM 16.8, Stokes' Theorem Page 1 Example 1 November 28, 2016 10:28 AM 16.8, Stokes' Theorem Page 2 16.8, Stokes' Theorem Page 3 16.8, Stokes' Theorem Page 4 16.8, Stokes' Theorem Page 5 Example 2 November 28, 2
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    16.8, Stokes Theorem.pdf

  • 17 pages 14.6, Directional Derivative. Gradient Vector_.pdf
    • 14.6, Directional Derivative. Gradient Vector_.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.6, Directional Derivative. Gradient Vector September 20, 2016 8:22 PM 14.6^J Directional Derivative. Gradient Vector_ Page 1 14.6^J Directional Derivative. Gradient Vector_ Page 2 14.6^J Directional Derivative. Gradient Vector_ Page 3 14.6^J Directiona
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    14.6, Directional Derivative. Gradient Vector_.pdf

  • 14 pages 16.4 Greens Theorem.pdf
    • 16.4 Greens Theorem.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 16.4, Green's Theorem November 2, 2016 7:38 AM 16.4 Green's Theorem Page 1 Example 1 November 11, 2016 8:23 AM 16.4 Green's Theorem Page 2 16.4 Green's Theorem Page 3 16.4 Green's Theorem Page 4 Example 2 November 11, 2016 8:23 AM 16.4 Green's Theorem Pag
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    16.4 Greens Theorem.pdf

  • 12 pages 15.6 Triple Integrals.pdf
    • 15.6 Triple Integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 15.6, Definition of Triple Integral May 28, 2016 8:01 AM 15.6 Triple Integrals Page 1 15.6 Triple Integrals Page 2 Three Types of Regions May 28, 2016 8:45 AM 15.6 Triple Integrals Page 3 15.6 Triple Integrals Page 4 15.6 Triple Integrals Page 5 Example 1
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    15.6 Triple Integrals.pdf

  • 6 pages 2016-Spring-Math-209-Midterm-ExamVer1Sol.pdf
    • 2016-Spring-Math-209-Midterm-ExamVer1Sol.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • MATH 209 Midterm Examination, Version 1 May, 26, 2016 Time: 90 minutes Chief Exam Administrator: E. Osmanagic Name: Student ID: Email: @ualberta.ca Please note that this exam will be marked electronically; any writing on the back of pages will be lost and
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    2016-Spring-Math-209-Midterm-ExamVer1Sol.pdf

  • 8 pages 14.4, Linear Approximation. Differentials.pdf
    • 14.4, Linear Approximation. Differentials.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.4, Linear Approximation. Differentials September 14, 2016 7:42 AM 14.4^J Linear Approximation. Differentials Page 1 14.4^J Linear Approximation. Differentials Page 2 Example 1 September 14, 2016 7:52 AM 14.4^J Linear Approximation. Differentials Page 3
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    14.4, Linear Approximation. Differentials.pdf

  • 17 pages 14.2, Limits and Continuity.pdf
    • 14.2, Limits and Continuity.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.2, Limits and Continuity June 5, 2016 6:37 AM 14.2^J Limits and Continuity Page 1 14.2^J Limits and Continuity Page 2 Example 1 September 1, 2016 11:12 AM 14.2^J Limits and Continuity Page 3 14.2^J Limits and Continuity Page 4 = 14.2^J Limits and Conti
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    14.2, Limits and Continuity.pdf

  • 3 pages 2017-Winter-Math-209-XO1-Midterm-ExamSol.pdf
    • 2017-Winter-Math-209-XO1-Midterm-ExamSol.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • MATH 209 Midterm Examination, Solutions May 25, 2017 Time: 90 minutes Multiple Choice Questions Each Multiple Choice question is worth 2 marks. Please enter your answer as a CAPITAL LETTER in the BOX provided. 1. If z = f (x, y) is given implicitly by the
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    2017-Winter-Math-209-XO1-Midterm-ExamSol.pdf

  • 15 pages 14.7, Maximum and Minimum Values.pdf
    • 14.7, Maximum and Minimum Values.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.7, Maximum and Minimum Values September 21, 2016 2:31 PM 14.7^J Maximum and Minimum Values Page 1 14.7^J Maximum and Minimum Values Page 2 14.7^J Maximum and Minimum Values Page 3 Example 1 September 21, 2016 2:38 PM 14.7^J Maximum and Minimum Values P
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    14.7, Maximum and Minimum Values.pdf

  • 3 pages Math Lab 209 test 1 solution.pdf
    • Math Lab 209 test 1 solution.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • E12 EEE EEE 6% cfw_LEE *cfw_EEE EEEEEEEEEE SEE: .- EEEEEEEEEE, Math 209 Name : Spring 2017 Test 1 5/11/2017 Time Limit: 30 Minutes Student ID: 1.(15 points) Let 2 = f(:c y) - 1 ~ V562 +y2. (a) Find the domain and the range of f. EEE; EEEEE Edi E,EEE.M
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    Math Lab 209 test 1 solution.pdf

  • 18 pages 14.3, Partial Derivatives. Tangent Plane.pdf
    • 14.3, Partial Derivatives. Tangent Plane.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.3, Partial Derivatives. Tangent Plane June 4, 2016 12:35 PM 14.3^J Partial Derivatives. Tangent Plane Page 1 14.3^J Partial Derivatives. Tangent Plane Page 2 14.3^J Partial Derivatives. Tangent Plane Page 3 Example 1 September 1, 2016 11:35 AM 14.3^J P
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    14.3, Partial Derivatives. Tangent Plane.pdf

  • 5 pages 2017-Spring-Math209-XO1-CourseOutline.pdf
    • 2017-Spring-Math209-XO1-CourseOutline.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • University of Alberta Department of Mathematical & Statistical Sciences Math 209, Calculus II, Section XO1 Spring 2017 Instructor: Office: E-mail: Office Hours: Dr. Enver Osmanagic CAB 481 enver @ualberta. MTWR, 18:00-18:30 , in CCIS 1-160, or by appointm
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    2017-Spring-Math209-XO1-CourseOutline.pdf

  • 3 pages QUIZ 2 solution .pdf
    • QUIZ 2 solution .pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • MATH 209, QUIZ 2 May 18, 2017 Name: Student ID: 1. (10pts) Let z = f (x, y) = x2 + 3xy y 2 (a) Find dz (b) If x changes from 2 to 2.05 and y changes from 3 to 2.96, use differentials to approximate z Solution: (a) dz = fx dx + fy dy = (2x + 3y)dx + (3x 2y
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    QUIZ 2 solution .pdf

  • 9 pages 14.1, Functions of Several Variables.pdf
    • 14.1, Functions of Several Variables.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.1, Functions of Several Variables August 30, 2016 12:02 PM 14.1^J Functions of Several Variables Page 1 14.1^J Functions of Several Variables Page 2 Example 1 August 30, 2016 12:06 PM 14.1^J Functions of Several Variables Page 3 14.1^J Functions of Sev
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    14.1, Functions of Several Variables.pdf

  • 8 pages 15.1, Double Integrals.pdf
    • 15.1, Double Integrals.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 15.1, Double Integrals. Definition/Properties May 19, 2016 4:41 PM 15.1 Double Integrals_ Page 1 15.1 Double Integrals_ Page 2 15.1 Double Integrals_ Page 3 Example 1 May 24, 2016 6:02 PM 15.1 Double Integrals_ Page 4 Fubini's Theorem October 3, 2016 8:01
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    15.1, Double Integrals.pdf

  • 3 pages MATH 209 QUIZ 3 SOL.pdf
    • MATH 209 QUIZ 3 SOL.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • Math 209 quiz 3 solution(TR 20:10-21:10) Name: ID: Z 2x Z 1. (10 pt) Evaluate 0 x Solution. Z 0 1 dy dx. (Hint: Interchange the order of integration) x(1 + y 2 ) Z x 2x 1 dy dx = x(1 + y 2 ) Z 0 Z = 0 Z Z y 1 dx dy y x(1 + y 2 ) 2 x=y 1 dy ln |x| 2 y 1+y
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    MATH 209 QUIZ 3 SOL.pdf

  • 14 pages 14.8, Lagrange Multipliers.pdf
    • 14.8, Lagrange Multipliers.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • 14.8, Lagrange Multipliers September 22, 2016 10:00 AM 14.8^J Lagrange Multipliers Page 1 14.8^J Lagrange Multipliers Page 2 Example 1 September 22, 2016 10:06 AM 14.8^J Lagrange Multipliers Page 3 14.8^J Lagrange Multipliers Page 4 14.8^J Lagrange Multip
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    14.8, Lagrange Multipliers.pdf

  • 1 pages m209s2017midterm_infoormation.pdf
    • m209s2017midterm_infoormation.pdf
    • University of Alberta
    • Calculus III
    • MATH 209 - Fall 2013
    • MATHEMATICS 209, XO1 Spring 2017 INFORMATION FOR THE MIDTERM EXAM DATE: Thursday, May 25, 2017 TIME: 18:30 , 90 minutes LOCATION: Section XO1 Instructor E. Osmanagic Room CCIS L2 190 Please note that this exam will be marked electronically. If you can not
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    m209s2017midterm_infoormation.pdf

University of Alberta Questions & Answers

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University of Alberta Flashcards

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  • 90 terms

    Term:

    Bank Act

    Definition:

    Ferderal legislation in Canada governing deposit-taking FI

    • FIN 414
    • 90 terms
    • Vocabulary for FIN 414. Find, create, and access flashcards with Course Hero.

    FIN 414

  • 40 terms

    Term:

    Stress

    Definition:

    Psychological response to demands when there is something at stake for individual and when coping with these demands would tax or exceed individual's capacity or resources.

    • Ch5 Stress
    • 40 terms
    • Vocabulary for Ch5 Stress. Find, create, and access flashcards with Course Hero.

    Ch5 Stress

  • 40 terms

    Term:

    Learning

    Definition:

    permanent chance in employee's knowledge or skills, result from experience

    • Ch8 Learning and Decision Making
    • 40 terms
    • Vocabulary for Ch8 Learning and Decision Making. Find, create, and access flashcards with Course Hero.

    Ch8 Learning and Decision Making

  • 27 terms

    Term:

    Motivation

    Definition:

    set of energetic force that determine direction, intensity, and persistence of employee's work effort

    • Ch6 Motivation
    • 27 terms
    • Vocabulary for Ch6 Motivation. Find, create, and access flashcards with Course Hero.

    Ch6 Motivation

  • 54 terms

    Term:

    Role and definition of role

    Definition:

    Gas exchange - movement of respiratory gases between medium and blood

    • Vertebrates - Respiratory Systems
    • 54 terms
    • Vocabulary for Vertebrates - Respiratory Systems. Find, create, and access Vertebrates, flashcards with Course Hero.

    Vertebrates - Respiratory Systems

  • 25 terms

    Term:

    Roles of Digestive System

    Definition:

    Receive food, storage, digestion (chemical and physical), absorption of products, elimination of undigested wastes

    • Vertebrate Digestive Systems
    • 25 terms
    • Vocabulary for Vertebrate Digestive Systems. Find, create, and access Vertebrates, flashcards with Course Hero.

    Vertebrate Digestive Systems

  • 49 terms

    Term:

    What is another word for 'sense organs' and what is their role?

    Definition:

    Transducers: take one form of energy and convert it to a nerve impulse. They can also amplify the stimulus energy.

    • Vertebrates - Sense Organs
    • 49 terms
    • Vocabulary for Vertebrates - Sense Organs. Find, create, and access Vertebrates, flashcards with Course Hero.

    Vertebrates - Sense Organs

  • 40 terms

    Term:

    Roles

    Definition:

    Transport (respiratory gases, nutrients, metabolic wastes, hormones), homeostasis (with kidneys), defence, repair, thermoregulation

    • Vertebrates - Circulatory Systems
    • 40 terms
    • Vocabulary for Vertebrates - Circulatory Systems. Find, create, and access Vertebrates, flashcards with Course Hero.

    Vertebrates - Circulatory Systems

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