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Calculus

Here are the best study resources to pass Calculus. Find Calculus study guides, notes, assignments, and much more.

 Calculus > QUESTIONS & ANSWERS > Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Harvard University - MATH 2413Practice Midterm 2(a) solutions 100% CORRECT SOLUTIONS (All)
Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Harvard University - MATH 2413Practice Midterm 2(a) solutions 100% CORRECT SOLUTIONS

Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Instructor: Mike Miller 11/15/2020 Name: No calculator is allowed. Please give exact answers, including ⇡ and p as appropri...

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 Calculus > QUESTIONS & ANSWERS > Chapter 5 INTEGRALS. Work and Answers (All)
Chapter 5 INTEGRALS. Work and Answers

5.1 Areas and Distances 1. (a) Since  is decreasing , we can obtain a lower estimate by using right endpoints. We are instructed to use five rectangles, so  = 5. 5 = 5 =1 ()∆ ∆ =  −...

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 Calculus > QUESTIONS & ANSWERS > Harvard University - MATH 2413Practice Midterm 2(a) solutions. Columbia University Department of Mathematics Calculus IV – MIDTERM #1. All Solutions Worked Out. (All)
Harvard University - MATH 2413Practice Midterm 2(a) solutions. Columbia University Department of Mathematics Calculus IV – MIDTERM #1. All Solutions Worked Out.

Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Instructor: Mike Miller 11/15/2020 Name: No calculator is allowed. Please give exact answers, including ⇡ and p as appropri...

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 Calculus > QUESTIONS & ANSWERS > Chapter 3: DIFFERENTIATION RULES. Work And Answers (All)
Chapter 3: DIFFERENTIATION RULES. Work And Answers

3.1 Derivatives of Polynomials and Exponential Functions 1. (a)  is the number such that lim →0  − 1  = 1. (b)  27 − 1  −0001 09928 −00001 09932 0001 09937 00001 09933 ...

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 Calculus > QUESTIONS & ANSWERS > Chapter 9: DIFFERENTIAL EQUATIONS. Work and Answers (All)
Chapter 9: DIFFERENTIAL EQUATIONS. Work and Answers

9.1 Modeling with Differential Equations 1.  = 2 3  + −2 ⇒ 0 = 2 3  − 2−2. To show that  is a solution of the differential equation, we will substitute the expressions for  and 0 in the...

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 Calculus > QUESTIONS & ANSWERS > Capter 14: PARTIAL DERIVATIVES. Work and Answers (All)
Capter 14: PARTIAL DERIVATIVES. Work and Answers

14.1 Functions of Several Variables 1. (a) From Table 1, (−1540) = −27, which means that if the temperature is −15◦C and the wind speed is 40 kmh, then the air would feel equivalent to approximat...

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 Calculus > QUESTIONS & ANSWERS > GEOMETRY Calc_7.5_Quiz_FINAL Fundamental Theorem of Calculus, Part 2 Quiz (All)
GEOMETRY Calc_7.5_Quiz_FINAL Fundamental Theorem of Calculus, Part 2 Quiz

Calculus Fundamental Theorem of Calculus, Part 2 Quiz MC = 2 points Total = 20 points Answer each of the following problems. Objective 1: Write and use integral functions. Display 3 1) The grap...

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 Calculus > QUESTIONS & ANSWERS > Calculus and its Applications Test Bank, All Correct Test bank Questions and Answers with Explanations (latest Update), 100 Correct, Download to Score A (All)
Calculus and its Applications Test Bank, All Correct Test bank Questions and Answers with Explanations (latest Update), 100 Correct, Download to Score A

Calculus and its Applications Test Bank, All Correct Test bank Questions and Answers with Explanations (latest Update), 100 Correct, Download to Score A

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 Calculus > QUESTIONS & ANSWERS > Chapter 2: LIMITS AND DERIVATIVES. Work and Answers (All)
Chapter 2: LIMITS AND DERIVATIVES. Work and Answers

2.1 The Tangent and Velocity Problems 1. (a) Using (15 250), we construct the following table:   slope =   5 (5 694) 694 5−−15 250 = − 444 10 = −444 10 (10 444) 444 10−−250 15 = − 194 5...

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 Calculus > QUESTIONS & ANSWERS > Chapter 7: TECHNIQUES OF INTEGRATION. Work and Answers (All)
Chapter 7: TECHNIQUES OF INTEGRATION. Work and Answers

7.1 Integration by Parts 1. Let  = ,  = 2  ⇒  = ,  = 1 22. Then by Equation 2,  2  = 1 22 −  1 22  = 1 22 − 1 42 + . 2. Let  = ln,  = √  ⇒  = 1  , ...

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 Calculus > QUESTIONS & ANSWERS > Chapter 16: VECTOR CALCULUS. Work and Answers (All)
Chapter 16: VECTOR CALCULUS. Work and Answers

16.1 Vector Fields 1. F( ) = 03i − 04j All vectors in this field are identical, with length 05 and parallel to h3 −4i. 2. F( ) = 1 2i +  j The length of the vector 1 2i +  j is  1...

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 Calculus > QUESTIONS & ANSWERS > Calculus IV – PRACTICE FINAL Columbia University Department of Mathematics Harvard University - MATH 2413Practice Final (b) solutions ALL ANSWERS 100% CORRECT (All)
Calculus IV – PRACTICE FINAL Columbia University Department of Mathematics Harvard University - MATH 2413Practice Final (b) solutions ALL ANSWERS 100% CORRECT

Columbia University Department of Mathematics Calculus IV – PRACTICE FINAL (b) Instructor: Mike Miller 12/17/2020 Name: No calculator is allowed. Please give exact answers, including ⇡ and p as...

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 Calculus > QUESTIONS & ANSWERS > Practice Final Exam Solutions - Accelerated Multivariable Calculus Harvard University - MATH 2413Practice_final_exam_solution. ALL ANSWERS CORRECT (All)
Practice Final Exam Solutions - Accelerated Multivariable Calculus Harvard University - MATH 2413Practice_final_exam_solution. ALL ANSWERS CORRECT

Practice Final Exam Solutions - Accelerated Multivariable Calculus 1. Determine whether the following are TRUE or FALSE, and write your answer into the box. a) If ~a ×~b = ~0, then either one (or bo...

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 Calculus > QUESTIONS & ANSWERS > Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Harvard University - MATH 2413Midterm 2 solutions ALL ANSWERS CORRECT (All)
Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Harvard University - MATH 2413Midterm 2 solutions ALL ANSWERS CORRECT

Columbia University Department of Mathematics Calculus IV – MIDTERM #1 Instructor: Mike Miller 10/04/2020 Name: No calculator is allowed. Please give exact answers, including ⇡ and p as appropri...

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 Calculus > QUESTIONS & ANSWERS > Practice_midterm_solutions Harvard University - MATH 2413S (All)
Practice_midterm_solutions Harvard University - MATH 2413S

Solutions to practice midterm. 1. (10 points) Determine whether the following are TRUE or FALSE, and write your answer into the box. You will receive 2 points for a correct answer and 0 points for a...

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 Calculus > QUESTIONS & ANSWERS > Chapter 17: SECOND-ORDER DIFFERENTIAL EQUATIONS. Work and Answers (All)
Chapter 17: SECOND-ORDER DIFFERENTIAL EQUATIONS. Work and Answers

17.1 Second-Order Linear Equations 1. The auxiliary equation is 2 −  − 6 = 0 ⇒ ( − 3)( + 2) = 0 ⇒  = 3,  = −2. Then by (8) the general solution is  = 13 + 2−2. 2. The auxiliary equatio...

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 Calculus > QUESTIONS & ANSWERS > Chapter 4: APPLICATIONS OF DIFFERENTIATION. WOrk and Answers (All)
Chapter 4: APPLICATIONS OF DIFFERENTIATION. WOrk and Answers

4.1 Maximum and Minimum Values 1. A function  has an absolute minimum at  =  if () is the smallest function value on the entire domain of , whereas  has a local minimum at  if () is the sm...

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 Calculus > QUESTIONS & ANSWERS > Chapter 12: VECTORS AND THE GEOMETRY OF SPACE. Work and Answers (All)
Chapter 12: VECTORS AND THE GEOMETRY OF SPACE. Work and Answers

12.1 Three-Dimensional Coordinate Systems 1. We start at the origin, which has coordinates (0 0 0). First we move 4 units along the positive -axis, affecting only the -coordinate, bringing us t...

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 Calculus > QUESTIONS & ANSWERS > Chapter 8 FURTHER APPLICATIONS OF INTEGRATION. Work and Answers (All)
Chapter 8 FURTHER APPLICATIONS OF INTEGRATION. Work and Answers

8.1 Arc Length 1.  = 2 − 5 ⇒  = −31 1 + ()2  = −31 1 + (2)2  = √5 [3 − (−1)] = 4√5. The arc length can be calculated using the distance formula, since the curve is a line segment, so...

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 Calculus > QUESTIONS & ANSWERS > Stewart - Calculus ET 8e Chapter 17. All Answers (All)
Stewart - Calculus ET 8e Chapter 17. All Answers

1. Solve the initial-value problem. 2. Solve the boundary-value problem, if possible. 3. Solve the differential equation. 4. Solve the initial-value problem. 5. Solve the differential equation. 6...

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