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M M408D

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M M408D

School:

University of Texas at Austin (University of Texas, UT)
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Professor:

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CEPPARO,GUSTAVO, BERG,G, UmKo, Davis, Nibert, Davis,K, TimPerutz, William Wolesensky, cheng yu, Struppeck, Jamie pool

Average Course Rating (from 3 Students)
3.0/5
Overall Rating Breakdown
- 3 Advice
- 5
  
  33%
- 4
  
  0%
- 3
  
  33%
- 2
  
  0%
- 1
  
  33%
Course Difficulty Rating
- Easy 0%
- Medium 67%
- Hard 33%
Top Course Tags

Math-heavy

Many Small Assignments

Always Do the Reading

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M M408D Questions & Answers

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M M408D Documents

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10 pages
- M408D SPRING 2015 HOMEWORK #2 (1)
- University of Texas
- M M408D - Spring 2015
- cheatham (sc36975) HW02 um (53890) This print-out should have 18 questions. Multiple-choice questions may continue on the next column or page nd all choices before answering. 001 /2 002 The shaded region in y 0 8 3 2. I = 10.0 points 5 sin2 (x) cos3 (x) d
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M408D SPRING 2015 HOMEWORK #2 (1)
15 pages
- M408D SPRING 2015 HOMEWORK #7
- University of Texas
- M M408D - Spring 2015
- cheatham (sc36975) HW07 um (53890) This print-out should have 20 questions. Multiple-choice questions may continue on the next column or page nd all choices before answering. 1 For then the points P 4, 2 , 3 Q 3, 1 2 R 4, 1 , 3 correspond to 001 10.0 po
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M408D SPRING 2015 HOMEWORK #7
3 pages
- q5soln
- University of Texas
- M M408D - Spring 2015
- Quiz 5a 20 min Show All Work 2. 1 />( 1) Use the power series for m to nd a power series for 111 I1 $x2|. Write out the rst four non zero simplied terms and also write with summation notation. D i L 1 . . :. h l:- : \ J» y 4 y 4 X i 2 y h = o .69 k4»!
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q5soln
4 pages
- q6oldoldsoln
- University of Texas
- M M408D - Spring 2015
- Quiz 5a Calculators OK 20 minutes A) Youre going to compute the Bessel function J1 (x): x2k+1 (1) k!(k + 1)!22k+1 k J1 (x) = k=0 1) Write out S2 , b3 2) Simplify the expressions in 1) (e.g. 3! = 6, 22 = 4, (1)2 = 1, etc) 3) Compute S2 when x = .2; show at
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q6oldoldsoln
3 pages
- q4oldoldsoln
- University of Texas
- M M408D - Spring 2015
- Quiz 3a 15 minutes Show All Work Converge or Diverge? Why? 00 Z n n2+lnn n21 ; .t 449 CowwaeQ gumbo A? M / . _4 +20 2:41 CJMZSJS 3794'67/ P', /Q M '7 ow «7- ?. MVI ., (,0 M4 /@m Ml-F 2 \ 7 / M>LD /: v\ M M2 1 . x Am 32+ W M14 " u T: 3
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q4oldoldsoln
3 pages
- parametricoldsoln
- University of Texas
- M M408D - Spring 2015
- Quiz 7a 10 minutes Given the curve as = 1 - 3/2, a) Sketch the curve. Dont plot points (other than intercepts, if you want). b) Give a parameterization of the curve (not involving any square roots). 0.) LDLn x=o/31:( 3: an SD porn1f>P(z>,\)/@(o/1 _ uf
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parametricoldsoln
11 pages
- e3soln
- University of Texas
- M M408D - Spring 2015
- Exam 3a 50 min N0 Calculators Show All Work 1(25 points) For the function below, nd T3, Where a = 0. Simplify your answer: 1 QVqa k X 3 x7 2)(20 points) Find T3 for f = sinh(a:), a = 0. Show work, and simplify your answer. 3)(20 points) Find the r
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e3soln
3 pages
- q4soln
- University of Texas
- M M408D - Spring 2015
- Quiz 4a 15 minutes Show All Work Converge or Diverge? Why? 2 k2 + 113(k) k2 + k ( kZ * " 2 Mk 90 XKW Ch : LEW kit9 : 00 \xL>L/D ILPL _>u y >00 (<3 Y L C w r... Xb>éd f7, \# O \W_7L/£d' b/cl Quiz 4b 15 minutes Show All Work Converge or Diverge? Wh
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q4soln
3 pages
- q7soln
- University of Texas
- M M408D - Spring 2015
- Quiz 7a 15 min f is any function, and a any point. State the abstract formula for T3 out in longhand and write out all terms. 1d T3 simplied for a : 0 if: Quiz 7b/é 20min 1) If f is any function, and a any point. State the abstract formula for T3(ac).
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q7soln
3 pages
- q6soln
- University of Texas
- M M408D - Spring 2015
- Quiz 6a Calculators OK 20 minutes Youre going to compute: 00 k ln(l +95) 2 234%? k=1 1) Write out 82 2) Use 52 to compute ln(1.2). (a 3) Use your cal ator to to compute ln(1.2); report Swen decimal places, and then round correctly to s' decimal places
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q6soln
15 pages
- e2soln
- University of Texas
- M M408D - Spring 2015
- Exam 2a 50 min 1)(20 points) Compute the following limit . _1_ xlingon w)1n w QW ._l_._/\/l (fl/1K) QM F ¥~>OW Q JQVM A w / t: [\W / 7;) WW 6 C ,L 3 r 3 - 3 a) VXvybj \ Show Work! ! :4 2)(15 points) Compute the following limit kk kll{Iclo (k +1
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e2soln
3 pages
- q6oldsoln
- University of Texas
- M M408D - Spring 2015
- b) Quiz 5a 15 min Calculators Required Youll be using the power series 2 0° kx4k cosa: = 1 ( > g )W 3.) Write out 33, a4 and simplify. b) Use 53 to approximate cos(.01). i) Report eight decimal places ii) round correctly to seven decimal places. 0)
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q6oldsoln
4 pages
- q7oldsoln
- University of Texas
- M M408D - Spring 2015
- Quiz 7 Sample Questions 1) For any function f and any point a. State the formula for T3(a:). 2) Let = (1 x)_2, a = 0. Find T3(a:). 3) Let f(:c) = sin(:c), a = 0. Find T5($). 4 Let f(:c) = 1n(:1:), a = 1. Find (the whole innite series). 5) Let f(:1:) =
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q7oldsoln
5 pages
- e2samplesoln
- University of Texas
- M M408D - Spring 2015
- Exam 2 Sample 50 min Show Work! 1)(25 points) Compute the following limits a) lim+ xx x0 k2 + k + 1 b) lim k k4 + k3 + 1 2)(50 points)Solve the dierential equations: a) y y = 0; y(0) = 1, y (0) = 1 b) cos(x) y + y = sin(x) sin(x) 3)(25 points) Do the fol
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e2samplesoln
4 pages
- M408D-Test-2-1-2-plus-solns
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- M408D (+) Fall 2016 Test2 0:1) Name St? LuTbO/O 3 11:1 H 4n I. Consider the following power series: :0: an = :0: M :1 (A) Determine the Radius of Convergence for this series. l._L\: (Xam w4_gj:fczl%94 ;n> cm+09+ aha a, hH %M(% \ mg'a cfw_W :1 (13 [96le
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M408D-Test-2-1-2-plus-solns
4 pages
- M408D-Test-2-1-2-star-solns
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- M408D (*) Fall 2016 T-est2 (12). Name .0 90mm (our [A . co m 3 n I. Consider the following power series: 2 (11:2 M A :1 511 (A) Determine the Radius of Convergence for this series. [01M Q [2(8)le 14 5' I ._ lav-3 #1113 B a (EH-l) 5 [X _3DVII 5 hH
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M408D-Test-2-1-2-star-solns
4 pages
- M408D-Test-3-1-2-plus-solns
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- 41 M408D (+) Fall 2016 Test? 042),- " ' Name Sou/[70,05 I. Consider the Linear First-Order Differential Equation: x y = x2 + 4 y (used in both parts, A and B). A V Write this differential equation in the equivalent Standard Form for linear rst-order d
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M408D-Test-3-1-2-plus-solns
4 pages
- M408D-Test-2-1-2-star-Fall-2016
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- M 408 D (*) Fall 2016 Test 2 (1-2) Name _ I. Consider the following power series: a n 1 n 1 x 3 n 1 n 5n n n . (A) Determine the Radius of Convergence for this series. (B) Determine the Interval of Convergence of this series. II. For the given convergent
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M408D-Test-2-1-2-star-Fall-2016
4 pages
- M408D-Test-1-1-2-plus-Fall-2016
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- M 408 D (+) Fall 2016 (1-2) I. Determine whether the series n3 Test 1 2n 5n 1 Name _ is convergent or divergent. If it is convergent, determine the sum s and write its exact value as a fraction. Write the required sentence for convergence or divergence, a
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M408D-Test-1-1-2-plus-Fall-2016
13 pages
- ratio test and alternating series
- University of Texas
- M M408D - Spring 2015
- 9/1 Hat) 773(r466uf (xfa Q) OJ/LC galaF w W 24W 0 7E5? c904 .M#3[§ .féfoléfajés-I: aggczm (317 r 72 L'UCD - ( 0&5 (+708 B t _\ l L r g 3% t2 [k (a) [0-H i+é h 1 \L ; Qkz P 2 F 7,1; QLJHB' ; l 230v haw.) ; 144% \L\ K" L . r L L1
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ratio test and alternating series
3 pages
- partialsqasoln
- University of Texas
- M M408D - Spring 2015
- Quiz 9a 10 min Let f (:13, y) = Check Whether f is a solution to the PDE: 8f 8f_ @CA //k+vr>>([> a 3... CL A y D9 (strVHL L Y VB['>\ + 02% N If? 1 + (erVl >§?>< C 1+, Quiz 9b 10 min Let z=f(a:,y);:c=uv; 31213112; u=t2,v=s2. a) Draw the tr
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partialsqasoln
12 pages
- e32014soln
- University of Texas
- M M408D - Spring 2015
- Exam 2a 50 min No Calculators Show All Work 1(30 points) Part a) For the function below, nd a power series centered at a = O. i) Write out a formula, using summation notation. ii) Write out the rst three terms, simplied. Part b) Find the radius of conv
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e32014soln
9 pages
- e32013soln
- University of Texas
- M M408D - Spring 2015
- Exam 2a Fifty Minutes Calculators OK on 2c) and 3d) only 1)(20 points) Does Z 5% a) Converge Absolutely? b) Converge Conditionally? A. :1 alysbkwtb im dog (p.l4>*\ Q Lé \ \L 7 5V: 31 mahovwb y» bJ/KW_L>J 231/ [4~>«o FL 14") J} a l 7 g A 7 bkhébn UT
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e32013soln
11 pages
- e3samplesoln
- University of Texas
- M M408D - Spring 2015
- Exam 2 Problems Show All work 1)(20 points) Let f (x) = cosh(x); a = 0. Find T3 (x), R3 (x). 2)(20 points) Find a power series expansion for ln(1 + x) x Write out the rst three terms, AND use summation notation for the full series. 3)(20 points) What is t
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e3samplesoln
4 pages
- M408D-Test-3-1-2-star-solns
- University of Texas
- Multivariable Calculus
- M M408D - Spring 2016
- M408D (*) Fall 2016 Test3 (1-2) Name 50 (MTLDAM I. Consider the Linear First-Order Differential Equation: x y x2 + 5 3/ (used in both parts, A and B). A Write this differential equation in the equivalent Standard Form for linear rst-order differential equ
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M408D-Test-3-1-2-star-solns
7 pages
- M408D SPRING 2015 HOMEWORK #4
- University of Texas
- M M408D - Spring 2015
- cheatham (sc36975) HW04 um (53890) This print-out should have 14 questions. Multiple-choice questions may continue on the next column or page nd all choices before answering. 001 10.0 points Find all nonzero values of k for which the function y = A sin kt
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M408D SPRING 2015 HOMEWORK #4
10 pages
- M408D SPRING 2015 HOMEWORK #2 (1)
- University of Texas
- M M408D - Spring 2015
- cheatham (sc36975) HW02 um (53890) This print-out should have 18 questions. Multiple-choice questions may continue on the next column or page nd all choices before answering. 001 /2 002 The shaded region in y 0 8 3 2. I = 10.0 points 5 sin2 (x) cos3 (x) d
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M408D SPRING 2015 HOMEWORK #2 (1)
40 pages
- Calculus Notes 7E 12.5
- University of Texas
- M M408D - Spring 2014
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Calculus Notes 7E 12.5
25 pages
- M408D Exam 1 Sum09 copy
- University of Texas
- M M408D - Spring 2014
- M408D& Exam&1& & Name_&EID_& & Each&numbered&problem&is&worth&10&points.&Show%your%work.& & 1)& Evaluate& lim (sec x tan x ) .& & & & & & & & & & & & & & & & & & & x ( / 2) 2)& Evaluate& & & & & & & 3 1 dx .& x4 & 2 1& Summer&09& TA_& M408D& Exam&1& & Nam
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M408D Exam 1 Sum09 copy
13 pages
- Calculus Notes 7E 15.1
- University of Texas
- M M408D - Spring 2014
- Stewart 7th Edition ET Calculus 15.1 Dr. Berg Double Integrals over Rectangles We develop the double integral in a manner analogous to the definite integral for a function of one variable. Volumes and Double Integrals We used rectangles to approximate the
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Calculus Notes 7E 15.1

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M M408D Questions & Answers

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M M408D Advice

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Nov 10, 2016
| No strong feelings either way.
Not too easy. Not too difficult.

Course Overview:

Exams are only a few questions. Attendance not checked.

Course highlights:

Attendance not required. Can look at textbook instead.

Hours per week:

0-2 hours

Advice for students:

Be able to do harder questions than the ones on the homework.
- Course Term: Fall 2016
- Professor: Jamie pool
- Course Required? Yes
- Course Tags: Math-heavy Great Intro to the Subject Many Small Assignments
Nov 10, 2016
| Would not recommend.
This class was tough.

Course Overview:

The professor makes many mistakes in lecture, doesn't teach and just reads straight out of the textbook. Tests are hard and unlike the homework or anything done in lecture.

Course highlights:

Next to nothing. M408d was hard to begin with and struppeck makes it that much harder.

Hours per week:

3-5 hours

Advice for students:

Don't take struppeck. If you have to, don't bother learning from the lecture, you have to be self-taught and self-driven.
- Course Term: Fall 2016
- Professor: Struppeck
- Course Required? Yes
- Course Tags: Math-heavy Always Do the Reading Many Small Assignments
Mar 29, 2016
| Would highly recommend.
Not too easy. Not too difficult.

Course Overview:

Good course, the teacher gives lots of extra credit

Course highlights:

I learned multivariable calculus

Hours per week:

0-2 hours

Advice for students:

Go to office hours (TA) and do homework
- Course Term: Fall 2014
- Professor: cheng yu
- Course Required? Yes
- Course Tags: Math-heavy Background Knowledge Expected Go to Office Hours

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M M408D

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