1. Introduction 2. Basic Theory of System 3. Assessment of Wake Parameter 4. Validation of Design Parameters 5. Analysis of the Inlet Design Parameters 6. Numerical Analysis of the Inlet Duct 7. Conclusion Nomenclature References Notes Abstract The application of waterjets is rapidly growing and they are increasingly being chosen for propulsion in high-speed crafts. Waterjet as a propulsion system of a vessel is also favorable when it comes to maneuvering‚ appendage drag‚ draft and fuel
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1.1. Equations and Graphs In each of problems 1 - 4‚ find (a) an ordered pair that is a solution of the equation‚ (b) the intercepts of the graph‚ and (c) determine if the graph has symmetry. 1. 2. 3. 4. 5. Once a car is driven off of the dealership lot‚ it loses a significant amount of its resale value. The graph below shows the depreciated value of a BMW versus that of a Chevy after years. Which of the following statements is the best conclusion about the data? a. You should
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The sun by definition is the star that is "the central body of the solar system‚ around which the planets revolve and from which they receive light and heat." This self-luminous star is not only the largest object in the solar system containing 99.8 percent of the total mass but is also a fundamental necessity to every human and living thing’s life. The position of the in relationship to the sun‚ Earth determines the time of the year or season. The problem states "assume that at this time of
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Breakfast Bacon (fried) 2 87 Walking in Shopping Center 54 139 Breakfast Croissant 1 231 Afternoon Jog 20 177 Breakfast Orange Juice (fresh) 1 cup 122 Walking to bus stop 15 22 Breakfast Hash browns (fried) 6 (mini) 100 Walking from bus stop 15 22 Snack Ice-cream 2 scoops 184 Walk around the house 6 17 Dinner Fettuccine ½ cup 416 None 0 0 Total Physical Activity Calories Expended 1‚217 Females: Calories Expended
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APPLICATION OF THERMODYNAMICS THERMODYNAMIC OF GASES (ADIABATIC CHANGE) In thermodynamic of gases‚ we can study about the changes to the internal energy of gas and factors affecting the internal energy. Thermodynamic also involves work done and heat supplied or lost by a gas. THERMODYNAMICS The study of temperature‚ heat‚ and related macroscopic properties comprises the branch of physics. Thermodynamics deals with processes which cause energy changes (internal energy) as a result
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(aq) + Na2SO4 (aq) → BaSO4 (s) + 2 NaCl (aq) 6. Determine the empirical and molecular formulas for: a. 75.69% C; 8.80% H; 15.51% O; MW = 206 b. 59.0% C; 7.1% H; 26.2% O; 7.7% N; MW = 180 1. Write (a) complete-formula equation‚ (b) ionic equation‚ (c) net ionic equation for this neutralization reaction: KHSO4 (aq) + NaOH (aq) → ? 2. In each of the following cases‚ predict whether a reaction will occur‚ and‚ if so‚ write the net ionic equation for the reaction: a. ZnSO4 (aq) + BaS (aq) →
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Its y Applications Readings Hirschey: Economics for Managers‚ 2009 (Fifth Indian Reprint)‚ South-Western Cengage Learning – Chapter 5 Hubbard & O’Brian: Microeconomics (First Edition)‚ Pearson Education India – Chapter 6 Mansfield‚ Allen‚ Mansfield Allen Doherty and Weigelt: Managerial Economics: Theory‚ Applications and Cases (Fifth Edition)‚ W. W. Norton and Company – Chapter 3 Thomas and Maurice: Managerial Economics: Concepts and Applications (Eighth
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Unit 6 seminar I have listen to the unit 6 seminar and the first point was identifying the requirement for the unit 6 assignment. The assignment is worth 150 points and needs to be completed with 500 words but not to excide to 700 words. I will be translating the information layman’s term for the patient’s daughter. In addition‚ I will be completing a crossword puzzle and the reference will be in APA format. Unit 6 has chapter 10 and 11 and on this seminar‚ we will be going over chapter 10. Chapter
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cbse.entrancei.com APPLICATION OF INTEGRALS - NCERT SOLUTIONS Question 1: Find the area of the region bounded by the curve y2 = x and the lines x = 1‚ x = 4 and the xaxis. ANSWER The area of the region bounded by the curve‚ y2 = x‚ the lines‚ x = 1 and x = 4‚ and the x-axis is the area ABCD. Question 2: Find the area of the region bounded by y2 = 9x‚ x = 2‚ x = 4 and the x-axis in the first quadrant. ANSWER 1 www.cbse.entrancei.com cbse.entrancei.com The area of the
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Miguel’s "age last year" or‚ in math: g + 3 = 6(m – 1) This gives me two equations with two variables: m + g = 68 g + 3 = 6(m – 1) Solving the first equation‚ I get m = 68 – g. (Note: It’s okay to solve for "g = 68 – m"‚ too. The problem will work out a bit differently in the middle‚ but the answer will be the same at the end.) I’ll plug "68 – g" into the second equation in place of "m": g + 3 = 6m – 6 g + 3 = 6(68 – g) – 6 g + 3 = 408 – 6g – 6 g + 3 = 402 – 6g g + 6g = 402 – 3 7g =
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