had its roots in the work of two mathematicians‚ Paul Erdos and Alfred Renyi. Their work suggested that systems such as communications could be effectively modelled by connecting nodes with randomly placed links. Their simple approach revitalised graph theory and led to the emergence of the field of random networks. An important prediction of random network theory is regardless of the random placement of links most nodes will still have approximately the same number of links. In fact‚ in a random
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The Fry Graph Readability Formula Edward Fry developed one of the more popular Reading Formulas – the Fry Graph Readability Formula. Fry‚ who worked as a Fulbright Scholar in Uganda‚ also helped teachers to teach English as a Second Language (ESL) for a few years‚ from 1963 and onwards. During his early days‚ Fry developed readability tests based on graph [A Readability Formula That Saves Time‚ Journal of Reading (1968)]. This graph-based test determined readability through high school; it was validated
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SATURATION LINE OF WATER/STEAM INTRODUCTION When water is heated to steam‚ they are in thermal contact‚ are said to be saturated. The water is called saturated because it cannot absorb more energy without changing into steam‚ and the steam is called saturated vapor because it cannot absorb any more energy unless temperature increase and it becomes superheated. AIM: The aim of this laboratory is to find a mathematical model for the saturation curve for water/steam. APPARATUS The apparatus
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Details | Page number | 1.0 Article Summary | 3 | 2.0 Introduction | 3 | 3.0 Analysis | | 3.1 Demand and Supply | 4-6 | 3.2 Substitute | 6 | 3.3 Shortage | 7 | 3.4 Elasticity | 8-9 | 3.5 Price ceiling | 10 | 3.6 Consumer and producer surplus | 11-13 | 3.7 Tax | 13-14 | 4.0 Conclusion | 15 | References | 16-17 | | | 1.0 Article Summary The article “Consumers complain cooking oil sold at higher than fixed price” which was published on November 27‚ 2012 talks about
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Tide Graph: Life’s a Beach The ocean is something that has mesmerized me since I was young. I used to sit in the car at our local beach and stare into the open water and watch the waves roll by. My dad would patiently explain the dynamics of the ocean‚ making sure to warn me of the many hazards involved. Then I would watch as my father and all the “uncles” fish and surf. Although I spent a lot of time on my own‚ I enjoyed waiting‚ watching and observing. So when my brother mentioned that he found
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investigate the relationships that exists when lines are drawn on a plane. Strategies To develop some conjectures‚ rules and patterns by investigating the relationships that form between the number of lines‚ intersections points‚ and bounded and unbounded regions. I plan to use rules to further define the relationship. The following relationships will be investigated: # Lines# Lines# Lines# Lines # Lines# Intersects# Lines# Lines# Lines# Lines- # unbounded regions min # bounded shapes
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Chart/Graph Paper Kelly Preskorn HCS/438 Statistical Applications October 12‚ 2010 Lynn Bertsch Chart/Graph Paper “Data are summarized in a visual way using charts and graphs (Rumsey‚ 2010).” Some of the basic graphs used include pie charts‚ bar charts‚ and histograms. Pie charts used more for percentages‚ bar charts used to compare groups and histograms to show numerical data. Pie charts take data that is categorized and shows percentages or individuals that can be placed into
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Charts and graph are images that present data symbolically. They are used to present information and numerical data in a simple‚ compact format. This paper will focus on three types of charts and/or graphs which are: pie charts‚ bar graphs‚ and histograms. What types of data there are and how the data was collected is important for the reader to understand.. According to Bennett‚ Briggs‚ and Triola (2003) there are two types of data. They are: *Qualitative data- Data consisting of values that describe
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at that price | | C. | the quantity that consumers are willing and able to buy and the quantity that sellers are willing and able to offer | | D. | the price of a product and the demand for the productRefer to Figure 4-4 ( Course Documents - Graph Resources for Exams) What area represents producer surplus at P2 ?Answer | A. | A + B + D | | B. | B + D | | C. | B + D + G | | D. | B + C + D + E | Which of the following would cause an increase in the equilibrium price and decrease in
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of all resource types‚ and require that each process requests resources in an increasing order of enumeration Ilya Zaihrayeu Operating Systems Course 3 Traffic deadlock example Q: Consider the traffic deadlock represented on the right (a) Show that the 4 necessary conditions for deadlock indeed hold in this example (b) State a simple rule that will avoid deadlocks in the system
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