Durant High School, Plant City ** School Info Durant High School, Plant City has 13 departments in Course Hero with 71 documents and 1 answered question.

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Durant High School, Plant City Documents (71)

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1 pages
- discussion assignment comparing revolutions.docx
- Durant High School, Plant City
- AP US History
- HISTORY 101 - Summer 2016
- How were the American and French Revolutions similar and different? Both of these revolutions thought that their respective governments were treating them unfairly. They were different as the British colonies started a new country while the French just ch
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discussion assignment comparing revolutions.docx
1 pages
- hunt for pancho villa.pdf
- Durant High School, Plant City
- AP US History
- HISTORY 101 - Summer 2016
- Hunt for Pancho Villa A Treasure Hunt on Pancho Villa Introduction Use the Internet to research the famous Mexican, Pancho Villa. Below are resources to help you but feel free to use any resource you can find. Questions: 1. 2. 3. 4. 5. 6. 7. 8. 9. Where i
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hunt for pancho villa.pdf
1 pages
- 7.02 discussion assignment.docx
- Durant High School, Plant City
- AP US History
- HISTORY 101 - Summer 2016
- One of the new types of warfares during World War One was the creation of poisonous gas. It was created, and first used by the French; clearing up the common misconception that Germany was responsible for the creation of the first gas. The French used tea
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7.02 discussion assignment.docx
8 pages
- Errata 5.1 through 8.5.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Errata 5.1 through 8.5.pdf
7 pages
- Larson p. 602 and p. 612.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Larson p. 602 and p. 612.pdf
8 pages
- Quiz 6.1-6.4.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Quiz 6.1-6.4.pdf
7 pages
- Ch 6 Suppl Probs.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- CHAPTER 6 SUPPLEMENTARY PROBLEMS (pp. 325328) 1. On the interval [ 1, 2 ], sin x > cos x (note that 1 > 4 ). /2 Hence the area is given by A = (sin x cos x) dx . 1 By the Fundamental Theorem, this is /2 A = [ cos x sin x ]1 = (0 1) (cos 1 sin 1) = (cos
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Ch 6 Suppl Probs.pdf
13 pages
- 3.1 thru 3.4.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- CHAPTER 3 THE DEFINITE INTEGRAL EXERCISE 3.1 (pp. 163165) b. 40 L = 30 1 + 23 1 + 15 1 + 6 1 + 0 1 = 74 m U = 36 1 + 30 1 + 23 1 + 15 1 + 6 1 = 110 m 30 20 c. 10 1 2 3 4 difference between estimates 40 velocity (mps) a. velocity (mps) 1. 5 time (sec) 30 2
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3.1 thru 3.4.pdf
12 pages
- 7.1 thru 7.2.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- CHAPTER 7 FINDING ANTIDERIVATIVES EXERCISE 7.1 (p. 332333) 1. (3x + 5) dx = 3 x dx + 5 dx 2. 3 cos x dx 2 = 3 cos x dx = 3 sin x + C x = 3 2 + 5x + C 3x 2 = 2 + 5x + C 3. x 1 ) dx) x (x x1/2) dx = x dx = x 2 x 2 1/2 x 8/5 4. x3/5 dx 6. (sec2x 1)
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7.1 thru 7.2.pdf
12 pages
- Ch 12 Suppl Probs.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- Supplementary Problems Chapter 12 469 CHAPTER 12 SUPPLEMENTARY PROBLEMS (pp. 566572) 1. a. (t 4) t dy 2 (t 4) dy 4 dt = = = 2 dx dx 1 (t 4) dt 2. a . a(t) = b. b. When t = 2 is the point is (2,1). dy The slope of the tangent is dx = 1. The equation of th
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Ch 12 Suppl Probs.pdf
2 pages
- Test Polar and Vector Answers (1).pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Test Polar and Vector Answers (1).pdf
5 pages
- 12.3 - 12.4.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- 452 Motion in a Plane 10. a . dx dt = 2t Section 12.3 b. When t = 1, the particle is at the point (0,2e). dy The slope of the tangent is dx = e. The equation of the tangent line is y 2e = ex. dy t dt = 2 e t t dy 2e e dx = 2t = t 2 2 dy 2 2t ( dx dt ) + (
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12.3 - 12.4.pdf
4 pages
- 12.1 and 12.2 worksheet answers.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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12.1 and 12.2 worksheet answers.pdf
23 pages
- 7.5 thru Suppl Probs.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- 264 The Trigonometric Functions and Their Inverses 29. We differentiate this expression implicitly. x sin y = arctan y 30. a(t) = dy 1 dy 2 1 + y dx dy x cos y dx x cos y dx + (sin y) 1 = 1 sin y = 2 1 + y dy dx = 2 (1 + y ) sin y sin y = 2 1 (1 + y )
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7.5 thru Suppl Probs.pdf
4 pages
- Ch. 8 Review Answers.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Ch. 8 Review Answers.pdf
9 pages
- AP Calculus AB_Sem1 Exam Review Solutions.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- 9*tk- rtcfw_ Glc.rl,s AB t q Fxr'furt kr'er' 8/aoro I 3v a-la(" .+e - lr-34 - 0.av A'e)Jt q) - = A.s in ' 9/^ PCt (ax Fr - ? . \ = J Sin I )xl - cfw_(.^ I YY = I,l'lL = a - 1 q" C*) Crois<-S <-LXIS *t J 6or, o X= l'236 *+ x, ,oLl3 , bdf o^tJ shlocfw_l<-e
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AP Calculus AB_Sem1 Exam Review Solutions.pdf
16 pages
- 2.5 thru 2.7.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- Section 2.5 Critical Numbers; Relative Maximum and Minimum Points 73 14. a . The graph of this function is shown to the right. Because of the definition of the absolute value function, we could rewrite f(x) as: x2, if x 0; f(x) = x2, if x < 0. The issu
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2.5 thru 2.7.pdf
16 pages
- 4.4 thru 4.6.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- Section 4.4 The Derivative of a Composite Function: the Chain Rule cos x 39. a . cot x = sin x b. d (sin x)(sin x) (cos x)(cos x) 2 dx(cot x) = sin x 2 d (cos x) 0 1 (sin x) 2 dx(sec x) = cos x sin x = 2 cos x 1 sin x = cos x cos x 2 sin x cos x 2 sin x 1
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4.4 thru 4.6.pdf
2 pages
- L'Hopital and Improper Integrals.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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L'Hopital and Improper Integrals.pdf
11 pages
- application_2016_service_nomination.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- SERVICE ACADEMY NOMINATION INFORMATION SHEET CONGRESSMAN DENNIS ROSS Mail All Application Items to: 170 Fitzgerald Road, Suite 1 Lakeland, FL 33813 PHONE: 863-644-8215 Those individuals wishing to apply for appointment to the U.S. Service Academies must f
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application_2016_service_nomination.pdf
4 pages
- Ch. 4 Review Answers.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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Ch. 4 Review Answers.pdf
19 pages
- 5.1 thru 5.3.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- CHAPTER 5 MORE APPLICATIONS OF THE DERIVATIVE EXERCISE 5.1 (pp. 260263) 1. 2. 3. 4. 1 f(x) = 3 x3 x2 3x + 3 f '(x) = x2 2x 3 = (x 3)(x + 1) The critical numbers are x = 3 and x = 1. f '(2) > 0 and f '(0) < 0. There is a local maximum at x = 1. f '(2) < 0
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5.1 thru 5.3.pdf
26 pages
- 5.4 thru Suppl Probs.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
- 186 Optimization Problems Section 5.4 EXERCISE 5.4 (pp. 281282) 1. Let x denote the side of each of the squares to be cut from the corners of the 12-inch square. Then when the flaps are turned up, the dimensions of the resulting open-top box are x, 12 2x,
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5.4 thru Suppl Probs.pdf
2 pages
- FRQ - series.pdf
- Durant High School, Plant City
- d
- D 101 - Spring 2016
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FRQ - series.pdf
10 pages
- Parenting Styles Research Project.docx
- Durant High School, Plant City
- ap language and composition
- ENGLISH 1265 - Fall 2014
- [Last Name] 1 [Victoria Isgett] [D Brant] [AP Lang] [2/10/16] [Lenient Parenting Styles]: [Spoiled Children: Prevention] Schmitt, B.D. "Spoiled children: prevention." Clinical Reference Systems. Vol. 2010. McKesson Health Solutions LLC, 2010. Popular Maga
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Parenting Styles Research Project.docx
3 pages
- 06-AOT_Student AS Lesson 7.1_Understanding Earnings.docx
- Durant High School, Plant City
- Administrative Office Technology
- EL 82121100 - Fall 2016
- Administrative Office Technology Student Name _ Class Period _ Date _ Unit 7 Your Financial Future Activity 7.1 Understanding Earnings Read Chapter 10, p. 130-141 Part A: Paycheck Vocabulary Directions: Use pages 132-136 to answer the questions on earning
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06-AOT_Student AS Lesson 7.1_Understanding Earnings.docx
1 pages
- Math & Measurement Skills.docx
- Durant High School, Plant City
- Administrative Office Technology
- EL 82121100 - Fall 2016
- Administrative Office Technology Student Name _ Class Period _ Date _ Math & Measurement Skills Read Chapter 16 pgs. 224-230 Directions: Match each definition with the correct term. All definitions will be used, and a definition will be used only once. 1.
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Math & Measurement Skills.docx
1 pages
- AOT_Student AS Lesson 3.1_Listen Up!.docx
- Durant High School, Plant City
- Administrative Office Technology
- EL 82121100 - Fall 2016
- Administrative Office Technology Student Name _ Class Period _ Date _ Unit 3 Office Communication Activity 3.1 Listen Up Read Chapter 15, p. 204-219 Part A: Elements of Listening Directions: Refer to page 206-207 to complete the diagram below. Rank each e
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AOT_Student AS Lesson 3.1_Listen Up!.docx
3 pages
- AOT_Student AS Lesson 1.1_Reasons to Work.docx
- Durant High School, Plant City
- Administrative Office Technology
- EL 82121100 - Fall 2016
- Administrative Office Technology Student Name _Victoria Isgett_ Class Period _8_ Date _8/22/16_ Unit 1 Introduction to Work Activity 1.1 Reasons to Work Read Chapter 1, p. 4-9 Part A: Why We Work Directions: Complete the word map activity using the inform
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AOT_Student AS Lesson 1.1_Reasons to Work.docx
22 pages
- The-cycling-of-matter-in-ecosystems.pptx
- Durant High School, Plant City
- Environmental Science
- SCI AP GENERAL - Fall 2016
- THE CYCLING OF MATTER IN ECOSYSTEMS K. Jay Matter Cycling in Ecosystems Nutrient cycles or Biogeochemical cycles, involved natural processes that recycle nutrients in various chemical forms in a cyclic manner from the nonliving environment to living organ
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The-cycling-of-matter-in-ecosystems.pptx