Field and Court Layout & Dimensions Manual
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© Clark Creative Education Casino Royale
© Clark Creative Education Casino Royale Dice, Playing Cards, Ideal Unit: Probability & Expected Value Time Range: 3-4 Days Supplies: Pencil & Paper Topics of Focus: - Expected Value - Probability & Compound Probability Driving Question “How does expected value influence carnival and casino games?” Culminating Experience Design your own game Common Core Alignment: o Understand that two events A and B are independent if the probability of A and B occurring S-CP.2 together is the product of their probabilities, and use this characterization to determine if they are independent. Construct and interpret two-way frequency tables of data when two categories are associated S-CP.4 with each object being classified. Use the two-way table as a sample space to decide if events are independent and to approximate conditional probabilities. Calculate the expected value of a random variable; interpret it as the mean of the probability S-MD.2 distribution. Develop a probability distribution for a random variable defined for a sample space in which S-MD.4 probabilities are assigned empirically; find the expected value. Weigh the possible outcomes of a decision by assigning probabilities to payoff values and finding S-MD.5 expected values. S-MD.5a Find the expected payoff for a game of chance. S-MD.5b Evaluate and compare strategies on the basis of expected values. Use probabilities to make fair decisions (e.g., drawing by lots, using a random number S-MD.6 generator). Analyze decisions and strategies using probability concepts (e.g., product testing, medical S-MD.7 testing, pulling a hockey goalie at the end of a game). -
2016 Sport Net Catalog
TABLE OF CONTENTS CUSTOM NETTING SELECTOR GUIDE .......................... 19 Archery Netting ................................................12 Badminton Nets .....................................................5 Bas eball Cages .............................................8, 17 Accessories .....................................8, 9 Cage Frames .......................................9 Screens (“L” & Fielder) ........................ 9 Windscreens & Batter’s Eye ...............15 Barrier (foul ball, backstop) ................16 Basketball Nets .....................................................3 Barrier & Court Divider Nets ........16, 18 Football Nets ....................................................12 Goal Post Nets/Barrier Nets...............16 Goal Nets Soccer Nets ........................................10 Ice Hockey Nets .................................11 Field Hockey Nets ..............................11 Lacrosse Nets ....................................11 Water Polo Nets .................................11 Team Handball Nets ...........................11 Broomball Nets ...................................11 Goal Net Accessories ........................10 G o l f Cages ...........................................14, 17 Barrier & Practice Nets ......................14 G ym & Fieldhouse Attention Specifiers: Gym Dividers & Fieldhouse Nets .......18 CSI 3-part specifications and 3D Building Information Modeling (BIM) Objects for many Carron products are available N e t B a g s at no charge at - www.tinyurl.com/carronspecs. Items -
Dedicated J. A. B. Marshall, Esq. Members of the Lansdown Cricket
D E D I C A T E D J A B . M . ARSHAL L, ESQ HE LA SDOWN C I KE C MEMBERS OF T N R C T LUB, B Y ONE OF THEIR OLD EST MEMB ERS A ND SINCERE FRIEND , THE U HO A T R . PRE FACE T H E S E C O N D E D I T I O N. THIS Edition is greatly improved by various additions and corrections, for which we gratefully o ur . acknowledge obligations to the Rev. R . T . A King and Mr . Haygarth, as also once more . A . l . to Mr Bass and Mr. Wha t e ey Of Burton For our practical instructions on Bowling, Batting, i of and Field ng, the first players the day have o n t he been consulted, each point in which he respectively excelled . More discoveries have also been made illustrative o f the origin and early history o f Cricket and we trust nothing is want ing t o maintain the high character now accorded ” A u tho to the Cricket Field, as the Standard on f rity every part o ou r National Ga me . M a 1 8 . 1 85 4 y, . PRE FACE T H F E I R S T E D I T I O N. THE following pages are devoted to the history f and the science o o ur National Game . Isaac Walton has added a charm to the Rod and Line ; ‘ a nd Col. Hawker to the Dog and the Gun ; Nimrod and Harry Hieover to the Hunting : Field but, the Cricket Field is to this day untrodden ground . -
Investigation of the Head Impact Power of a Sepak Takraw Ball on Sepak Takraw Players
Movement, Health & Movement, 4(2), 45-56, 2015 INVESTIGATION OF THE HEAD IMPACT POWER OF A SEPAK TAKRAW BALL ON SEPAK TAKRAW PLAYERS Iskandar Hasanuddin1*, Zahari Taha2, NukmanYusoff3, Norhafizan Ahmad3, Raja Ariffin Raja Ghazilla3, Husni1, Tuan Mohammad Yusoff Shah Tuan Ya4 1Ergonomics and Work System Design Laboratory, Department of Industrial Engineering, University of Syiah Kuala, Banda Aceh, Indonesia, 32111 2Innovative Manufacturing, Mechatronics & Sports Lab (iMAMS), Faculty of Manufacturing Engineering, Universiti Malaysia Pahang, 26600 Pekan, Pahang, Malaysia 3Centre for Product Design and Manufacturing, Department of Mechanical Engineering, University of Malaya, 50603 Kuala Lumpur, Malaysia 4Department of Mechanical Engineering, Faculty of Engineering, Universiti Teknologi Petronas, 31750 Tronoh, Perak, Malaysia *Email: [email protected] (Received 30 October 2014; accepted 27 July 2015) Abstract Sepak takraw is a traditional sport in Asia in which the players use various parts of their bodies to hit the ball, with the exception of their hands. Unlike other sports such as soccer, boxing, and rugby, it is observed that none of the studies in the literature have examined the injuries resulting from the impact of the sepak takraw ball on the players’ heads during a game. This study was initiated following the incidents of the 24th SEA Games in Korat, Thailand, in year 2007, whereby a number of players from the Malaysian Sepak Takraw Association (PSM) had to withdraw themselves from the championship. These players suffered from headaches which were believed to be caused by the impact of the sepak takraw ball, considering the fact that heading is one of the basic movements used to hit the ball. -
The Value Point System
THE VALUE POINT SYSTEM This system, which incorporates several key statistics like points, rebounds, assists, and recoveries, is based on a formula that assesses player and team performance with a more well-rounded approach than other common forms of evaluation. With THE VALUE POINT SYSTEM, a playerʼs and/or teamʼs overall performance and make recommendations on where improvement should be made on the systemʼs formula and scale. Along with its many other benefits, THE VALUE POINT SYSTEM also encouraging the aspect of “team play”. Often, players that are excellent one-on-one players are not very good team players; a problem that creates a lot of trouble when trying to develop an effective team strategy. By emphasizing statistics like assists, charges and turnovers, players are trained to focus on working as a team, and therefore boost their abilities and become better basketball players on a better basketball TEAM. THE VALUE POINT SYSTEM Formula and Scale THE VALUE POINT SYSTEM is based upon a carefully calculated formula. The system utilizes the most pertinent player and/or team statistics to provide a more accurate evaluation of the player or teamʼs performance. Statistics Needed to Calculate Value Points When calculating THE VALUE POINTS of your players or team, the following statistics are necessary. Total Points: A player or teamʼs total points, including free throws. Rebounds: A player or teamʼs total rebounds, both offensive and defensive. Assists: A player or teamʼs total number of passes that directly led to a basket. Steals: The total number of times a player or team takes the ball from an opposing team. -
Unique Soccer Training Approaches
www.reechhee.com What Can You Learn From A Dominating Futsal Team In Cambodia? Unique Soccer Training Approaches. Created By: Reechhee 2nd April, 2019 You can share and use this ebook freely! Helping Soccer Players Start, Improve and Excel at the Beautiful Game. Visit www.reechhee.com for more content and resources. Table Of Content Introducing The Best Futsal Team In Cambodia 2 Training Approaches 3 Volley Football: 3 Playing Against Kids: 5 No Talking Policy: 6 Random Friendly Matches: 8 Conclusion 9 Do you want 7 Tests You Can Do To Estimate Your Fitness? Grab The Free EBook Here! What else would you like me to create for you next? Write Me A Message Here! Helping Soccer Players Start, Improve, and Excel at the Beautiful Game 1 Visit www.reechhee.com for more content and resources. Introducing The Best Futsal Team In Cambodia I would like to introduce a team called ‘Ov Mal FC’. Founded back in 2012, just 7 years ago, Ov Mal FC quickly becomes a dominating Futsal team in the country. The team has won more than 20 local tournaments and also competes in CLEAR’s National Futsal League 2017 and 2018. A little information about the team first. ‘Ov Mal’ is a Khmer word meaning ‘Wasp’. So, the team name is literally Wasp Football Team. The head coach, who’s also the founder of the team, has many capabilities, one of which is to develop offensive players. Therefore, the team is well-known for having great attacking players and really good at ‘Stinging’ (referring to scoring goals) the opposing team. -
Higher Dimensional Conundra
Higher Dimensional Conundra Steven G. Krantz1 Abstract: In recent years, especially in the subject of harmonic analysis, there has been interest in geometric phenomena of RN as N → +∞. In the present paper we examine several spe- cific geometric phenomena in Euclidean space and calculate the asymptotics as the dimension gets large. 0 Introduction Typically when we do geometry we concentrate on a specific venue in a particular space. Often the context is Euclidean space, and often the work is done in R2 or R3. But in modern work there are many aspects of analysis that are linked to concrete aspects of geometry. And there is often interest in rendering the ideas in Hilbert space or some other infinite dimensional setting. Thus we want to see how the finite-dimensional result in RN changes as N → +∞. In the present paper we study some particular aspects of the geometry of RN and their asymptotic behavior as N →∞. We choose these particular examples because the results are surprising or especially interesting. We may hope that they will lead to further studies. It is a pleasure to thank Richard W. Cottle for a careful reading of an early draft of this paper and for useful comments. 1 Volume in RN Let us begin by calculating the volume of the unit ball in RN and the surface area of its bounding unit sphere. We let ΩN denote the former and ωN−1 denote the latter. In addition, we let Γ(x) be the celebrated Gamma function of L. Euler. It is a helpful intuition (which is literally true when x is an 1We are happy to thank the American Institute of Mathematics for its hospitality and support during this work. -
MTH 304: General Topology Semester 2, 2017-2018
MTH 304: General Topology Semester 2, 2017-2018 Dr. Prahlad Vaidyanathan Contents I. Continuous Functions3 1. First Definitions................................3 2. Open Sets...................................4 3. Continuity by Open Sets...........................6 II. Topological Spaces8 1. Definition and Examples...........................8 2. Metric Spaces................................. 11 3. Basis for a topology.............................. 16 4. The Product Topology on X × Y ...................... 18 Q 5. The Product Topology on Xα ....................... 20 6. Closed Sets.................................. 22 7. Continuous Functions............................. 27 8. The Quotient Topology............................ 30 III.Properties of Topological Spaces 36 1. The Hausdorff property............................ 36 2. Connectedness................................. 37 3. Path Connectedness............................. 41 4. Local Connectedness............................. 44 5. Compactness................................. 46 6. Compact Subsets of Rn ............................ 50 7. Continuous Functions on Compact Sets................... 52 8. Compactness in Metric Spaces........................ 56 9. Local Compactness.............................. 59 IV.Separation Axioms 62 1. Regular Spaces................................ 62 2. Normal Spaces................................ 64 3. Tietze's extension Theorem......................... 67 4. Urysohn Metrization Theorem........................ 71 5. Imbedding of Manifolds.......................... -
An Analysis of Certain Time, Motion, and Time-Motign
AN ANALYSIS OF CERTAIN TIME, MOTION, AND TIME-MOTIGN FACTORS IN EIGHT ATHLETIC SPORTS A Dissertation Presented in Partial Fulfillment of the Requirements for the Degree Doctor of Philosophy in the Graduate School of The Ohio State University 9y ROBERT JAI FRANCIS, B. S., M.A. The Ohio!State University 1952 Approved by Adviser I TABLE OF CONTENTS CHAPTER Page I. INTRODUCTION........................................... 1 Title of the Study........................ 1 Purposes and Values of the Study................... 1 Purposes.................... 1 Values ......................................... 7 Related Literature..................................... 10 Limitations of the Study............................... 12 II. METHOD OF PROCEDURE................ .................... 13 Apparatus and Equipment Used........................ 13 Establishing Validity and Reliability of the Apparatus........................................... 15 III. BADMINTON................................................. 20 Method of Procedure in Badminton. .......... 20 Findings in Badminton.................... 23 Time Factors ........ 24 Motion Factors................................ 25 Time-Motion Factors............................... 28 Recapitulation.................... 30 Implications for Teaching .............30 IV. BASEBALL................................................. 35 Method of Procedure in Baseball ..................... 35 Findings in Baseball............ 37 Time Factors..................................... 33 Motion Factors........... .......... -
The Unseen Play the Game to Win 03/22/2017
The Unseen Play the Game to Win 03/22/2017 Play the Game to Win What Rick Barry and the Atlanta Falcons can teach us about risk management “Something about the crowd transforms the way you think” – Malcolm Gladwell - Revisionist History With 4:45 remaining in Super Bowl LI, Matt Ryan, the Atlanta Falcons quarterback, threw a pass to Julio Jones who made an amazing catch. The play did not stand out because of the way the ball was thrown or the agility that Jones employed to make the catch, but due to the fact that the catch eas- ily put the Falcons in field goal range very late in the game. That reception should have been the play of the game, but it was not. Instead, Tom Brady walked off the field with the MVP trophy and the Patriots celebrated yet another Super Bowl victory. NBA basketball hall of famer Rick Barry shot close to 90% from the free throw line. What made him memorable was not just his free throw percentage or his hard fought play, but the way he shot the ball underhanded, “granny-style”, when taking free throws. Every basketball player, coach and fan clearly understands that the goal of a basketball game is to score the most points and win. Rick Bar- ry, however, was one of the very few that understood it does not matter how you win but most im- portantly if you win. The Atlanta Falcons crucial mistake and Rick Barry’s “granny” shooting style offer stark illustrations about how human beings guard their egos and at times do imprudent things in order to be viewed favorably by their peers and the public. -
General Topology
General Topology Tom Leinster 2014{15 Contents A Topological spaces2 A1 Review of metric spaces.......................2 A2 The definition of topological space.................8 A3 Metrics versus topologies....................... 13 A4 Continuous maps........................... 17 A5 When are two spaces homeomorphic?................ 22 A6 Topological properties........................ 26 A7 Bases................................. 28 A8 Closure and interior......................... 31 A9 Subspaces (new spaces from old, 1)................. 35 A10 Products (new spaces from old, 2)................. 39 A11 Quotients (new spaces from old, 3)................. 43 A12 Review of ChapterA......................... 48 B Compactness 51 B1 The definition of compactness.................... 51 B2 Closed bounded intervals are compact............... 55 B3 Compactness and subspaces..................... 56 B4 Compactness and products..................... 58 B5 The compact subsets of Rn ..................... 59 B6 Compactness and quotients (and images)............. 61 B7 Compact metric spaces........................ 64 C Connectedness 68 C1 The definition of connectedness................... 68 C2 Connected subsets of the real line.................. 72 C3 Path-connectedness.......................... 76 C4 Connected-components and path-components........... 80 1 Chapter A Topological spaces A1 Review of metric spaces For the lecture of Thursday, 18 September 2014 Almost everything in this section should have been covered in Honours Analysis, with the possible exception of some of the examples. For that reason, this lecture is longer than usual. Definition A1.1 Let X be a set. A metric on X is a function d: X × X ! [0; 1) with the following three properties: • d(x; y) = 0 () x = y, for x; y 2 X; • d(x; y) + d(y; z) ≥ d(x; z) for all x; y; z 2 X (triangle inequality); • d(x; y) = d(y; x) for all x; y 2 X (symmetry). -
Pitch Preparation — the Basic Fundamentals Section — 000 Section — 000 1
Pitch Preparation — The basic fundamentals Section — 000 Section — 000 1 Introduction A quality cricket surface allows players 1.1 Introduction to express and develop their skills, A quality cricket surface allows players to express and ensures the cricketer has a rewarding develop their skills, ensures the cricketer has a rewarding experience and that the game of cricket can be enjoyed by experience and that the game of cricket players, and supporters alike across all levels of participation. can be enjoyed by players, and supporters alike across all levels The intention of this manual is to guide the reader in the basic methodologies of pitch preparation. This manual will of participation. be a web-based tool that is regularly updated with video This resourceclips and is pitch a preparation means trends and information.to We will use this resource as a means to connect with the personnel connect withresponsible the for thepersonnel preparation and delivery of our surfaces responsibleat allfor levels ofthe the game preparation across New Zealand. 1.2 What we are looking for in a cricket surface? There is a trend worldwide to move away from low, slow, and deliveryvariable of pitches cricket that provide ‘nothing’ surfaces for either batter or bowler. Such pitches do not help players develop their skills across NZ. and they generally result in tedious cricket. New Zealand cricket (NZC) encourages pitches that provide a fair balance between bat and ball – a pitch where batters feel as though they get value for shots and are confident they can score runs, and bowlers can take wickets.