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• 4 Pages
• ###### M408D SPRING 2015 HOMEWORK #8
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###### M408D SPRING 2015 HOMEWORK #8

School: University Of Texas

Course: M M408D

cheatham (sc36975)  HW08  um  (53890) 1 This print-out should have 18 questions. Multiple-choice questions may continue on the next column or page  find all choices before answering. 001 10.0 points ...

• 15 Pages
• ###### M408D SPRING 2015 HOMEWORK #7
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###### M408D SPRING 2015 HOMEWORK #7

School: University Of Texas

Course: M M408D

cheatham (sc36975)  HW07  um  (53890) 1 This print-out should have 20 questions. Multiple-choice questions may continue on the next column or page  find all choices before answering. 001 10.0 points ...

• 290 Pages
• ###### Math 233H Practice Test Questions
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###### Math 233H Practice Test Questions

School: University Of Massachusetts, Amherst

Course: MATH 233H

Solutions to old Exam 1 problems Hi students! I am putting this old version of my review for the first midterm review, place and time to be announced. Check for updates on the web site ...

• 4 Pages
###### Math 172 Exam 3 Review

School: Washington State University

Course: MATH 172

Math 172-1 Exam 3 Review Sheet The third exam covers sections 4.5 and sections 9.1-9.7. No notes and no graphing, ...

• 4 Pages
###### Math 172 Exam 2 Review

School: Washington State University

Course: MATH 172

... 10.2: Calculus with Parametric Curves: Be able to evaluate a pair of parametric curves at a value t, be able to find their first derivative ...

• 6 Pages
• ###### Math 172 Final Exam Review
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###### Math 172 Final Exam Review

School: Washington State University

Course: MATH 172

... convert parametric curves to Cartesian. 2. Calculus with Parametric Curves: Be able to find tangents to and derivatives, ...

• 4 Pages
###### Math 172 Exam 1 Review

School: Washington State University

Course: MATH 172

... If F = constant, then you have the simple non-calculus based form W = F∆x, which is of no use to us. How does -100 sound for ...

• 4 Pages
• ###### Math172-Summer-2007-Exam4
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###### Math172-Summer-2007-Exam4

School: Washington State University

Course: MATH 172

Math 172-01 Exam 4 Summer 2007 Name: ID: Date: Directions: Show all work. No work equals no credit. You may ...

• 9 Pages
• ###### Math172-Spring-2009-Final-Exam
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###### Math172-Spring-2009-Final-Exam

School: Washington State University

Course: MATH 172

Math 172-01 Final Exam Spring 2009 Name: ID: Date: Directions: Show all work. No work equals no credit. You ...

• 7 Pages
• ###### Math172-Spring-2010-Final-Exam
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###### Math172-Spring-2010-Final-Exam

School: Washington State University

Course: MATH 172

Math 172-01,02 Final Exam Spring 2010 Name: ID: Date: Directions: Show all work. No work equals no credit. You ...

• 5 Pages
• ###### Math172-Summer-2008-Exam4
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###### Math172-Summer-2008-Exam4

School: Washington State University

Course: MATH 172

Math 172-01 Exam 4 Summer 2008 Name: ID: Date: Directions: Show all work. No work equals no credit. You may ...

• 5 Pages
###### Midterm 2 Solutions

School: University Of California, Davis

Course: MAT 21B

... 7 0 (x2 + 8x + 25)dx. SOLUTION: We find the antiderivative and use the Fundamental Theorem of Calculus to evaluate: ∫ 7 ...

• 6 Pages
###### Midterm Key

School: University Of California, Davis

Course: MAT 21B

... 0. Answer: Using the Fundamental Theorem of Calculus, we easily have f (x) = 1 1+x2 . Hence, f (x) = −2x (1+x2)2 . Now ...

• 4 Pages
###### Midterm 1 Key

School: University Of California, Davis

Course: MAT 21B

... h(x) = ∫ 1/x2 3 4 arctan(z)dz SOLUTION: By the Fundamental Theorem of Calculus part 1 and the chain rule, let u = 1 x2 (1 ...

• 1 Page
###### Math 301 Notations

School: Washington State University

Course: MATH 301

x BA = BA ⊆ BA ⊆/ BA ⊂ ( )A ℘ A BA ⋂ BA ∪ C A BA - BA × ( ) ba, ℜ × ℜ or 2 ℜ  CX X ∈  CX X ∈  n j j A 1 =  n j j A 1 =  ∞ =1 j j B ...

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• ###### Math 301 Definition Cards
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###### Math 301 Definition Cards

School: Washington State University

Course: MATH 301

1. statement 2. conditional statement 3. hypothesis 4. conclusion 5. even integer 6. odd integer 7. direct proof 8. know ...