which bag was lighter than the rest.His court mathmatician thought that it could be done in fewer weighing.WHat do you think? To answe that question‚following these steps. 1.Develop a scheme for comparing bags that will always find the light one. 2.Explain how you can be sure that your scheme will always weighings that will work. Each comparison counts as a new weighing‚even if some of the bags are the same as the orevious
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Informative Speech- Wedding Traditions around the world. Topic- Marriage rituals around the world. Purpose statement-Even though getting married is one of the things we all share in the world‚ everyone has their own unique way of doing it. Organizational Pattern- Specific Introduction Attention Getter- Wasn’t the day of your wedding one of the most special days of your life? I got married last year‚ a big full traditional wedding‚ and it was definitely very special and very memorable
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Problem Statement Four knights‚ 2 white‚ and 2 black are sitting on a 3x3 chessboard. The knights were really bored‚ since they spent all of their time sitting on the chessboard doing nothing‚ so they decided to try switching places so that the white knights would end up where the black knights started our and the black knights would end up where the white knights started out. To do this‚ the knights had to follow the following rules: - No two chess pieces can occupy the same square at the
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Organizations around the World Association of Southeast Asian Nations (ASEAN) ‘One Vision‚ One Identity‚ One Community” History ASEAN was preceded by an organization called the Association of Southeast Asia‚ commonly called ASA‚ an alliance consisting of the Philippines‚ Malaysia and Thailand that was formed in 1961. The bloc itself‚ however‚ was established on 8 August 1967‚ when foreign ministers of five countries – Indonesia‚ Malaysia‚ the Philippines‚ Singapore‚ and Thailand
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------------------------------------------------- Class 8 * ------------------------------------------------- Class 7 * ------------------------------------------------- Class 6 * ------------------------------------------------- NTSE * ------------------------------------------------- CTET Chapter 2 MONDAY‚ JULY 16‚ 2012 Chapter 3 CBSE - Class 9 - CH2 - Is Matter Around Us Pure Q1: On the basis of composition‚ how matter is classified? Answer: * Pure Subtance * Mixture Q2(NCERT): What is meant
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so it is a proton donor. It gives its positive atom to the other element 2. Be able to calculate the pH of a solution given [H3O+] Example: What is the pH of a solution with a [H3O+] of 1 x 10-2 M? The pH level should equal the exponent number of 2. Redox Reactions: Be able to identify what is reduced and what is oxidized in a redox reaction. Ex: What is reduced in the following reaction? 2 Bi3+ + 3 Mg 2 Bi + 3 Mg2+. The reduced element in the following is Bi (Bismuth) because
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SPHERE TEST: REVISIT WIND TUNNEL TURBULENCE ABSTRACT One of the most widely used methodologies in characterising the quality of a wind tunnel is to study the flow over a sphere.The flow around the bluff body was characterised using smoke test‚ and the region of flow separation was analysed. The drag characteristics of 3 spheres of different diameters were studied for a wide range of Reynolds number. The Reynolds number at which the transition occurs is strongly dependent on the degree of turbulence
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MATHEMATICAL GAMES AND PUZZLES IN IMPROVING THE ACADEMIC AND MOTIVATION OF PUPILS IN ELEMENTARY MATHEMATICS III IN LABO DISTRICT IN THE PROVINCE OF CAMARINES NORTE EDGAR BRYAN B. NICART Researcher For Thesis and Dissertations‚ you can consult me on these contact information: Chapter 1 THE PROBLEM AND ITS SETTING Introduction Mathematics holds a dominating place in the curriculum. This is so because every
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Notes 6 Statistics Continuous Probability Distributions Probability Density Function [f(x)] –area under the graph of f(x) gives probability Uniform Probability Distribution ! for a ≤ x ≤ b f(x) = !!! 0 elsewhere !!! (!!!)! E(x) = ! ‚ Var(x) = ! Normal Probability Distribution Most important continuous probability distribution Many applications: heights‚ weights‚ rainfall‚ test scores Used extensively in statistical inference Shape of normal distribution is bell-shaped
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Lab: The Bacteria Around You James Brunet Ms Owen October 14th‚ 2012 Part 1 Purpose To culture and observe the various types of bacteria found around Canterbury High School. Materials and Methods Refer to pages 422-425 of Biology 11 McGraw-Hill Ryerson and the handout “Gram Staining Procedure”. Observations Table 1: Locations of Bacteria Samples Quadrant | Location of Sample Obtained | 1 | Floor | 2 | Water fountain head | 3 | Auditorium Chair | 4 | Inside of Boys’ Bathroom
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