February 2016 Project #1 1. Avis – $64.99 per day (flat rate) therefore A= x + 64.99 2. Enterprise- $45.87 per day, plus $0.25 per mile above 150. a) x is less than or equal to 150 (miles) 45.87 + ((x-150)(.25)) = 45.87 + .25x + (-37.50) = 8.37 + .25x b) x is greater than 150 (miles) 45.87 + ((x+150)(.25)) = 45.87 + .25x +37.50 = 83.37 + .25x 3. (see attached graph) 4. x and y intercept of A = x + 64.99 and y = 83.37 + .25x (24.51 , 89.49)
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Arkansas Tech University MATH 1203: Trigonometry Dr. Marcel B. Finan 11 Trigonometric Functions of Acute Angles In this section you will learn (1) how to find the trigonometric functions using right triangles, (2) compute the values of these functions for some special angles, and (3) solve model problems involving the trigonometric functions. First, let’s review some of the features of right triangles. A triangle in which one angle is 90◦ is called a right triangle. The side opposite to the right
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expressions, equations, functions and graphs; and rational and radical expressions and functions. Prerequisite MAT 101 or MAT 152 (C or higher) or appropriate placement score What will I learn? At the end of this course, you should be able to: 1. Simplify an algebraic expression involving exponents, radicals, or fractions. 2. Solve equations and formulas of first and second degree, and first-degree inequalities, for an indicated unknown or variable. 3. Graph a linear function and identify its
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Academic procrastination in college students: The role of self-reported executive function Procrastination is the intentional delay of due tasks. The term is a known phenomenon in a college setting so I decided it would be beneficial to examine an experiment that evaluated how procrastination hurts different aspects of a college student’s life. The experiment I found was by Laura A. Rabin, Joshua Fogel and Katherine E. Nutter- Upham and they hypothesized that procrastination can negatively
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Paradigm Shifts A paradigm shift is a shift in world view which occurs whenever there is a period of stagnation and presents a radical new idea, such as the transition from steam to combustion engines. If paradigm shifts occur at an exponential rate, change approaches infinite, and is expected to reach a singularity where after that point; nothing can be known which NASA has categorized it as an impending event, estimated for 2035. As paradigm shifts occur exponentially, so will the symptoms of
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UNIT CIRCLE TRIGONOMETRY The Unit Circle is the circle centered at the origin with radius 1 unit (hence, the “unit” circle). The equation of this circle is x 2 + y 2 = 1 . A diagram of the unit circle is shown below: y 1 x2 + y2 = 1 x -2 -1 -1 1 2 -2 We have previously applied trigonometry to triangles that were drawn with no reference to any coordinate system. Because the radius of the unit circle is 1, we will see that it provides a convenient framework within which
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MIT - 16.20 Fall, 2002 Unit 2 Loads and Design Considerations Readings: Rivello (Ch. 1) Cutler book (at leisure) G 7.1 Paul A. Lagace, Ph.D. Professor of Aeronautics & Astronautics and Engineering Systems Paul A. Lagace © 2001 MIT - 16.20 Fall, 2002 Sources of Stresses and Strains Depends on type of structure Aircraft Launch Vehicles Space Structures General Other Considerations Paul A. Lagace © 2001 Unit 2 - p. 2 MIT - 16.20 Fall, 2002
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receive. | Sales Promotions | | We have sponsored Store decoration, promoted viral videos, we have sample vans, billboards, newspaper, magazines and social media. As stated in advertising as well. | 2. Explain briefly the major logistic functions. Provide an example of a decision a
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This week’s discussion asks that we evaluate algebraic expressions. In this initial post I will be referring to the following words to demonstrate my understanding of their meaning and how it relates to my work. Exponent, Integer, Variable, Lowest terms, and Divisor. I used my son’s birthdate for the first part of this assignment and it is December 7, 1993. This means that I will be using the following integers to solve the following three expressions. a = 12, b = -17, and c = 93 I will
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Sydney Harbour Bridge – Directed Investigation – Quadratic functions Introduction: Aim: To find the multiple unknowns in the Sydney Harbour bridge The Sydney Harbour Bridge will be used to investigate a diverse number of points in the structure such as the height and length. Quadratics will be used to solve the height of the bridge at different points on the x axis. A quadratic is an equation constructed from information collected from a graph; this equation can also be used to produce a graph
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