PUBLIC SERVICES LEVEL 3 – 2016 UNIT 5 Part 1 – PHYSICAL PREPARATION NAME: Rohan Monsy (11024319) Unit 5 - Assessment and grading criteria | To achieve a pass grade the evidence must show that the learner is able to: | To achieve a merit grade the evidence must show that, in addition to the pass criteria, the learner is able to: | To achieve a distinction grade the evidence must show that, in addition to the pass and merit criteria, the learner is able to: | P1 describe a fitness assessment
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Q-1: a) Production Possibilities Frontier (PPF) is a curve showing how much two or more goods can be produced by limited resources available. According to (Riley, 2012) "(PPF) is a curve or a boundary which shows the combinations of two or more goods and services that can be produced whilst using all of the available factor resources efficiently". Following diagram shows Production Possibility Frontier: C A
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instead of generating interest income. d. Economic profits resulting from current production. 2. Suppose that a business incurred implicit costs of $500,000 and explicit costs of $5 million in a specific year. If the firm sold 100,000 units of its output at $50 per unit, its accounting: a. profits were $100,000 and its economic profits were zero. b. losses were $500,000 and its economic losses were zero. c. profits were $500,000 and its economic profits were $1 million. d. profits were zero and
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left. How many number of students in this class? Definition. Given a, b are integers and n is a positive integer, a[pic]b (mod n) , or a and b are congruent modulo n, if n|(a-b). Example. 3 [pic]0 (mod 3), 4[pic] 1 (mod 3), 5 [pic]2 (mod 3), 6[pic] 0 (mod 3), -1[pic] 2 (mod 3), -2[pic] 1 (mod 3), … Now, we can collect all integers that are congruent in the same set, called the congruent class, as defined in the following: Definition. The set of integers congruent to r (mod n) is called
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6k and v = −i + 12k , find (a) u • v , r r (b) the angle between vectors u and v , r (c) the vector proju v , r r r r (d) the scalar component of v in the direction of u . 6. Given P (1,−1,3), Q ( 2,0,1) and R (0,2,−1) , find (a) the area of the triangle determined by the points P, Q and R. (b) the unit vector perpendicular to the plane PQR. 7. Find the volume of the parallelepiped determined by the vectors u = 4,1,0 , v = 2,−2,3 and r r r r r w = 0,2,5 . 8. Find the area
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Introduction to the fuel market Fuel is the most important commodity in our daily lives and it is one of the main inputs in the economic sectors such as transport, construction and so on. If war occurs in Country A, which is the largest oil producing country in the world, the fuel supply will be disrupted and the economic problems will exist in countries around the world. Let us have a look into a real example of this with the history in world oil market: In 1979 and 1980, events in Iran and
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The disposable blankets eliminate the potential for cross-contamination among patients.5. The system does not require that the patient be lifted or rolled.6. A large initial capitalization for the system to research and development.7. The product is easy access for nurses and doctors | 1. There is no patent protection for the heater blower unit.2. The disposable cover will result in more inventories and cost.3. The warming time per patient is about two hours, this is a long time.4. It has high margin
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Problem Books in Mathematics Edited by P. Winkler Problem Books in Mathematics Series Editors: Peter Winkler Pell’s Equation by Edward J. Barbeau Polynomials by Edward J. Barbeau Problems in Geometry by Marcel Berger, Pierre Pansu, Jean-Pic Berry, and Xavier Saint-Raymond Problem Book for First Year Calculus by George W. Bluman Exercises in Probability by T. Cacoullos Probability Through Problems by Marek Capi´ski and Tomasz Zastawniak n An Introduction to Hilbert Space and Quantum Logic
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Background of two companies Duracell: Duracell was started by a scientist named Samuel Ruben and tungsten filament manufacturer named Philip Rogers Mallory in 1920. In 1950, Kodak introduced a new flash light camera requires a new cell size, which was fulfilled by Samuel Ruben and resulted in the birth of AAA battery. He came up with highly reliable, compact, long lasting and never produced before alkaline manganese batteries. The term “Duracell” was introduced in the year of 1964 giving a simple
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Moran, M.J. “Engineering Thermodynamics” Mechanical Engineering Handbook Ed. Frank Kreith Boca Raton: CRC Press LLC, 1999 c 1999 by CRC Press LLC Engineering Thermodynamics Michael J. Moran Department of Mechanical Engineering The Ohio State University 2.1 Fundamentals....................................................................2-2 Basic Concepts and Definitions • The First Law of Thermodynamics, Energy • The Second Law of Thermodynamics, Entropy • Entropy and Entropy Generation
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