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MATH 2472 CALCULUS II

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CALCULUS II Questions & Answers

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  • 21 pages Test 1 Practice Problems Key
    • Test 1 Practice Problems Key
    • Texas State
    • CALCULUS II
    • MATH 2472 - Spring 2014
    • X X I :37 gwuv ': " CGSX 6 + f(OSX) (ex CL w,J.1. , K dyzwzxdx Murexox V5; Mx Tat :2 (Sh/006x <$m><>xnde \ ,' X. _, ag 1 ~ COSK 6K +(IVIX> " 1/ Tl : @ - cogx X+ (SIM) 6X + C "L 1 T : / sin2(4a:) d2: SMQX; C'MQyDVX) "I: j(1._w$8260cfw_>< z; )4 thwgxyx
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    Test 1 Practice Problems Key

  • 41 pages Chapter 10 Sequences Notes

    Chapter 10 Sequences Notes

  • 28 pages Chapter 8 Techniques of Integration

    Chapter 8 Techniques of Integration

  • 6 pages Exam 1 Solution
    • Exam 1 Solution
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2015
    • Math 2% i?» Z 'gX£i%It £520 {Lnicsik <\J :11 Lb 'x fdw xx: 146% Li 1;: in :t: g d V" )C a "x: W 2 xi" w i Q H . _ WA. '1: d122, : 25 2 (0? 14> W L 1+» C; . _3 - \ w , R gm}: («tiara/36 : gngngm/BQmZ méélk :2: [2032 )5 (1931 )5 {5 m )4- d [,1 J: ("b
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    Exam 1 Solution

  • 6 pages Exam 2 Solution

    Exam 2 Solution

  • 14 pages Solved Problems from 8.4

    Solved Problems from 8.4

  • 33 pages Solved Problems from 8.2, 8.3

    Solved Problems from 8.2, 8.3

  • 24 pages Solved Problems from 6.5, 6.6

    Solved Problems from 6.5, 6.6

  • 16 pages Solved Problems from 6.3, 6.4

    Solved Problems from 6.3, 6.4

  • 18 pages Chapter 11 Parametrizations of Plane Curves

    Chapter 11 Parametrizations of Plane Curves

  • 17 pages Chapter 6 Volumes using Gross

    Chapter 6 Volumes using Gross

  • 11 pages Fall 2014 Final practice exam key

    Fall 2014 Final practice exam key

  • 11 pages Test 2 Practice Problems Key

    Test 2 Practice Problems Key

  • 5 pages Cal I Test 1
    • Cal I Test 1
    • Texas State
    • CALCULUS I
    • MATH 2472 - Fall 2016
    • You scored 63 out of 72 Question 1 Your answer is CORRECT. Compute a) b) c) d) e) f) None of the above. Question 2 Your answer is CORRECT. Compute a) b) c) d) e) f) None of the above. Question 3 Your answer is CORRECT. Compute a) b) c) d) e) f) None of th
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    Cal I Test 1

  • 7 pages Cal Test 3
    • Cal Test 3
    • Texas State
    • CALCULUS I
    • MATH 2472 - Fall 2016
    • Your answer is CORRECT. Find the average value of the function on the interval . a) b) c) d) e) Question 2 Your answer is INCORRECT. Compute a) b) c) d) e) Question 3 Your answer is CORRECT. The graph of f is shown below on the interval . The area bounded
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    Cal Test 3

  • 3 pages Trigonometric Identities Formulas

    Trigonometric Identities Formulas

  • 8 pages Derivatives and Integration Formulas

    Derivatives and Integration Formulas

  • 28 pages Chapter 8 Notes

    Chapter 8 Notes

  • 1 pages Basic Algebra Properties
    • Basic Algebra Properties
    • Texas State
    • CALCULUS II
    • MATH 2472 - Spring 2015
    • BASIC ALGEBRA PROPERTIES a, b, c, d are real numbers. 1) a+b a b = + c c c 3) a b ad + bc + = c d cd a a 5) b = c bc and 2) ab a b = c c c 4) 1 b a =a b a b ad bc = c d cd 6) (a2 b2 ) = (a b)(a + b) 7) (a + b)2 = a2 + 2ab + b2 8) (a b)2 = a2 2ab + b2 9)
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    Basic Algebra Properties

  • 6 pages Solved Problems from 11.5.pdf

    Solved Problems from 11.5.pdf

  • 7 pages Solved Problems from 11.3.pdf

    Solved Problems from 11.3.pdf

  • 10 pages Solved Problems from 6.5.pdf

    Solved Problems from 6.5.pdf

  • 3 pages partial and higher order derivatives notes

    partial and higher order derivatives notes

  • 5 pages factoring polynomials notes
    • factoring polynomials notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • b & sm h \ , J j J _ . I . , \ w , v e , ?B , ?n y 1 - ( , e LV , 1 1 " B q _ v ( ! H D A : w 9 bl L m m LI m mM 1 R m - ( >d y \ IM mm \ = - e J cfw_ c m rM m - m 1n g H 1 - L n - I ( - _ - . t z 3 . T / n , _ Y = ! ) , 1 - . 2y 2 L
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    factoring polynomials notes

  • 4 pages integration by parts notes
    • integration by parts notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • A u * 1 4 6 A \ 1 , /? . - n x J - y X t tM . Jx v 90 9 x c a 7 - 1 D Le cfw_ 9x ) o ( k ) cj = > . m n x - - T\ s , n x y = w l v cc x )k I x . e J t U - _ . : - C 1 +f 1 ( 0 u - - ) A I cfw_ r - s
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    integration by parts notes

  • 6 pages trig substitutions notes
    • trig substitutions notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • T v b> y - + - 2 , r t x x :c . e , . n ky 4[ A11f / m - J _ y - c L h n ra m e 0 _ e ; edt / 9 _ . I1 t a e 3 I eI e a dJ I m . m 4 J A ( t \ 2 - s ;n . m M 13 8 _ 6 - 2 s;. rm . / c 1o m , . f t x j j ak al J _ t l \ - ( s e -
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    trig substitutions notes

  • 6 pages equating the coefficients method notes
    • equating the coefficients method notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • K _J _ - u m L - - 4 a , rz ( 1 . ( 0 : 3D 1 2 L F t 3D - W L 1 - . - I d Jt B - 1hi J ! U ^ 2 - e 1 \ - r 3p D 3E 1 36 A BJ 4 1 E e 4 m en t > l 7 J v . - x - r f g n l f o A < 2 N M K L OT M _ ) ^ E m 3 w n U l ? - ^ 1 x +
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    equating the coefficients method notes

  • 3 pages surface area notes
    • surface area notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • - J \ w v d A ; IU = 1 ) L; \w< l " _ . \ 3 v - l . ] c r v / . ) , : x V = r t L l J K b m ( \ U n " s 5 S\ C. h! : r L U 1 3 x - . - > d 3 1 . e 0 " I ) R ) ) r . m - ( z > J . J ^ r : F , r R
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    surface area notes

  • 4 pages alternating series notes
    • alternating series notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • ; * m l !) l \a v " t d g st t . \ s u <w - n= _ ll 1 e . l @s l r d L \ L W W L 5 n . " , Y yu 1 e 1y V ey \ J 1 O r es 1 v r w\ 0 , 1 (u . - L m h L v L n + c A b l w< 1 . - rm 1 - m fr . m B= . " W1 1 m T er v s C r h A :;
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    alternating series notes

  • 8 pages improper integrations notes
    • improper integrations notes
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • r ot M y k a . , x . , [email protected] b : n o A m Ac e . J , s - h e r e x : A x b , x . I \ Ar - b b - + ; a c o V LO t n b - t i w e cfw_> > 1/ - (\ & X \ :" 9c m c v% s 1 - _ e h x - H H < I 1 x h - - 9 . - h j I 3( K ) - 9 4 - L - J . R l r )d , l
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    improper integrations notes

Recent Documents

  • 18 pages Chapter 14 Notes.pdf

    Chapter 14 Notes.pdf

  • 6 pages Exam 2 Solution.pdf
    • Exam 2 Solution.pdf
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • (10 pts) 1) Find the volume of the solid obtained by rotating the region bounded by lines and curves using2 Disk method about x-axis. y $2 y: 0 :13: 2 RH): 2: .\r: 3211 mojax :u(2?)2ccfw_2: (10 pts) 2) Find the volume of the solid obtained by rotating t
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    Exam 2 Solution.pdf

  • 8 pages Exam 1 Solution(1).pdf
    • Exam 1 Solution(1).pdf
    • Texas State
    • CALCULUS II
    • MATH 2472 - Fall 2013
    • MATH 2472 EXAM 1 SUMMER 2017 100 POINTS We ' 5 2.: Name: mg; iLL-EZi cfw_Di- 1 Instructions: 0 In order to receive full credit on the work out problems, you must Show appropriate, iegible work. c There are total 8 questions. (16 pts) 1) Evaluate the follo
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    Exam 1 Solution(1).pdf

CALCULUS II Questions & Answers

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CALCULUS II Advice

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    • Profile picture
    Mar 09, 2016
    | No strong feelings either way.

    This class was tough.

    Course Overview:

    Strict attendance policy. He's a good professor but quizzes are graded harshly and final was cumulative and difficult.

    Course highlights:

    Super hard class it will definitely prepare for your next class. Other than that, that is all.

    Hours per week:

    6-8 hours

    Advice for students:

    Definitely take a lot of time working your problems and redoing it. Practice practice.

    • Winter 2016
    • Thomas Keller
    • Yes
    • Math-heavy Go to Office Hours A Few Big Assignments
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