vehicle drag. where and Thus or The minimum drag is a condition of interest. We can see that for a given weight‚ it occurs at the condition of maximum lift-to-drag ratio‚ We can find a relationship for the maximum lift-to-drag ratio by setting from which we find that and and 13.2 Power Required Now we can look at the propulsion system requirements to maintain
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#2. Available Credit. A retail store gives each of its customers a maximum amount of credit. A customer’s available credit is determined by subtracting the amount of credit used by the customer from the customer’s maximum amount of credit. As you did in programming challenge 1‚ perform steps 1 through 6 of the programming process to design an application that determines a customer’s available credit. Steps 1-6 1. Clearly define what the application is to do. 2. Visualize the application
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resources are scarce‚ and it’s important to attract and retain the best people. In a recessionary economy‚ human capital is a major expense that needs to be controlled effectively. But no matter what the global economic situation may be‚ you need maximum insight and flexibility to manage enterprise compensation. You also need the ability to adapt dynamically to ever-changing circumstances. A comprehensive compensation management solution achieves this by integrating all relevant human resources (HR)
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ESEE1101 QUANTITAVE ANALYSIS A GROUP ASSIGNMENT PRESENTATION (5%) & WRITTEN REPORT (10%) – WEEK 13 DUE WEEK 13 (21 Oct 2010) The assignment will earn you maximum of 15%. The assignment will require your group to submit a written report and do a presentation. You are given 2 case studies to be solved. Discuss in your group on how to solve all problems using the techniques you had learned in this course. THE WRITTEN REPORT The written report must contain all the information required. Each
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Chapter 1 Understanding the Problem 1.1 Introduction This project is all about constructing the Sales and Inventory System and Database of JB’s Tire Supply. The goal and objective of this project is to make a system the will help the owners and employees in making and performing their task and business effectively and easily. Another is to make their job faster. Our team is made up of third year students from the College of Information and Communications Technology from Nueva Ecija University
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Minimum Q3 Maximum Income ($1000) 50 46.02 44.5 No unique 192.75469 13.883612 49 33 25
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TITLE: Trajectory of a Projectiles PROBLEM STATEMENT: A spherical ball was projected from a fixed point ‚O‚ with a speed ‚u‚ angels of elevation : 0‚ 10‚ 20‚ 30‚ 40‚ 50‚ 60‚ 70‚ 80‚ 90 to the horizontal ground surface. Find the value of maximum height travelled by the ball for which the horizontal range‚ R‚ greatest for the same value of u. AIM: To investigate: 1)Range of projected ball. 2)Time of flight for corresponding angel of projection METHODOLOGY: APPARATUS
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INTRODUCTION Technological changes can put a company into turmoil. Multiple requirements need to be taken into consideration when deciding upon new technologies which include usability‚ functionality‚ performance and cost. When looking into the decision upon which platform to use within a business‚ the debate between using .NET and J2EE can be critical. Extensive research must be done to find out if currently used programs will work correctly with either platform or if new programs need to be put
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20 is an approximation to the number of salmon swimming upstream to spawn‚ where x represents the water temperature in degrees Celsius. Find the temperature that produces the maximum number of salmon.Answer | | 8°C | | | 20°C | | | 4°C | | | 12°C | Question 10 Identify the location(s) of the Absolute Maximum for the given graph. Answer | | (5‚3)‚(-5‚3) | | | (-3‚0)‚ (3‚0) | | | (0‚4) | | | (0‚5)Question 11 Find the largest open intervals where the function is concave
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and y‚ respectively. These elements will have to cover the surplus. x + 2y = 125%‚ where x + y =100%. For minimum value of y‚ we need maximum value of x. x = 75%‚ y = 25%. 2. In a college‚ where every student follows at least one of the three activities- drama‚ sports‚ or arts- 65% follow drama‚ 86% follow sports‚ and 57% follow arts. What can be the maximum and minimum percentage of students who follow 1 all three activities 2.exactly two activities Answer: Let us again see the surplus:
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