...“THE EFFECTS OF DEPED MTAP PROGRAM TO REGIONAL SCIENCE HIGH SCHOOL FOR FIRST YEAR SCTION AMETHYST” A Research Project presented to Ms. Loreta Figueroa In Partial Fulfilment of Requirement In Research I (Technical Writing with Basic Statistics) By Ellah Kim D. Reyes April 2011 “THE EFFECTS OF DEPED MTAP PROGRAM TO REGIONAL SCIENCE HIGH SCHOOL III FOR FIRST YEAR SECTION AMETHYST” By Ellah Kim D. Reyes Regional Science High School III April 2011 ACCEPTANCE AND APPROVAL This Research paper entitled, “THE EFFECTS OF DEPED MTAP PROGRAM TO REGIONAL SCIENCE HIGH SCHOOL III FOR FIRST YEAR SECTION AMETHYST”, in partial fulfilment of the requirements in Research I (Technical Writing with Basic Statistics) is here by prepared and submitted. Ellah Kim D. Reyes Researcher __________________________________________________________________ ACCEPTANCE AND APPROVAL, in partial fulfilment of the requirement in Research I (Technical Writing with Basic Statistics). Ms. Loreta Figueroa Research Adviser April 2011 ACKNOWLEDGEMENT First of all, to God be the glory, a grateful thanks to Him. For all the wisdom and knowledge that He has given to me. And also thank you, for giving e the strength and health to do this project work until it done. Not forgotten to my family for providing everything, such as money, to buy anything that are related to this project work and their advice, which is the most needed for this project. Internet, books, computers...
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...SAINSAB ISSN 1511 5267 Vol. 17, 2014, pp 12-11 Effective Solutions in the Implementation of the K to12 Mathematics Curriculum Melanie T. Braza Sweden S. Supapo West Visayas State University College of Education La Paz, Iloilo City, Philippines brazamelanie@gmail.com swedensupaposobrevega@gmail.com ABSTRACT This study was an attempt to find out the problems and solutions of one rural grade 7 teacher in a Philippine public high school in the implementation of K to 12 Mathematics curriculum. It is believed that knowledge is constructed when learners are able to draw ideas from their own experiences and connects them to new ideas while cooperative learning puts premium on active learning achieved by working with fellow learners as they all engage in a shared task. There were three main problem categories/themes including administrativerelated, teacher-related and student-related. The findings include: (a) lack of trainings, seminars, unclear standard operating procedures, (b) late arrival and lack of modules, (c) developing/weak teaching skills and strategies, (d) teacher’s difficulty in teaching the subjects or contents, (e)lack of time to tackle the content efficiently, (f) unavailability or lack of instructional materials, (g) non-mastery of the basic concepts and skills, (h) poor problem solving and critical thinking skills (i) indifferent student behaviour. The solutions are sharing of modules or guides, conducting cooperative learning class,...
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...Nine Ways How do we help floundering students who lack basic math concepts? Marilyn Burns aul, a 4th grader, was struggling to learn multiplication. Paul’s teacher was concerned that he typically worked very slowly in math and “didn’t get much done.” I agreed to see whether I could figure out the nature of Paul’s difficulty. Here’s how our conversation began: P MARILYN: Can you tell me something you know about multiplication? PAUL: [Thinks, then responds] 6 x 8 is 48. MARILYN: Do you know how much 6 x 9 is? PAUL: I don’t know that one. I didn’t learn it yet. MARILYN: Can you figure it out some way? PAUL: [Sits silently for a moment and then shakes his head.] MARILYN: How did you learn 6 x 8? PAUL: [Brightens and grins] It’s easy—goin’ fishing, got no bait, 6 x 8 is 48. connects to addition. Paul wasn’t the only student in this class who was floundering. Through talking with teachers and drawing on my own teaching experience, I’ve realized that in every class a handful of students are at serious risk of failure in mathematics and aren’t being adequately served by the instruction offered. What should we do for such students? Grappling with Interventions My exchange with Paul reminded me of three issues that are essential to teaching mathematics: I It’s important to help students make connections among mathematical ideas so they do not see these ideas as disconnected facts. (Paul saw each multiplication fact as a separate piece of information to memorize.) I It’s important to...
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...CURRICULUM Form Three Mathematics Curriculum Development Division October 2003 TABLE OF CONTENTS About this Draft i Foreword – A Note to Teachers iii Acknowledgements v PART ONE Introduction 1- 1 The Curriculum Underpinnings 1- 2 Philosophy of Education 1- 3 The Goals of Education 1- 5 The Essential Learning Outcomes 1- 6 The Curriculum Design and Development Process 1-11 PART TWO - CURRICULUM CONTENT Vision Statement 2- 2 Rationale for the Teaching and Learning of Mathematics 2- 3 Goals of the Mathematics Curriculum 2- 4 General Intended Outcomes For Forms I, II, and III. 2- 5 Connections to Other Core Curriculum Areas 2- 6 Framework for Mathematics for Forms I, II and III 2- 9 A General Curriculum Framework 2-11 Course Outline for Form III 2-12 PART THREE - STRATEGIES/METHODOLOGIES Teaching and Learning Strategies 3- 2 Suggested Activities 3- 6 Suggested Resources 3-15 PART FOUR - EVALUATION Elaboration of Assessment and Evaluation 4- 2 Evaluation Tools and Strategies 4- 5 Cross-referencing to Teachers’ Guide 4- 7 BIBLIOGRAPHY 4- 9 ___________________________________ i ABOUT THIS DRAFT Under the umbrella of the Secondary Education Modernization Programme (SEMP), since the latter part of 1999, new secondary school curricula in eight (8) subjects – Language Arts (English), Science, Mathematics, Social Studies, Spanish...
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...Mathematics Syllabus Primary © Copyright 2006 Curriculum Planning and Development Division. This publication is not for sale. All rights reserved. No part of this publication may be reproduced without the prior permission of the Ministry of Education, Singapore. Year of implementation: from 2007 Ministry of Education SINGAPORE 1 FOREWORD The 2007 Primary Mathematics syllabus reflects the recent developments and trends in mathematics education. The revised syllabus continues to emphasise conceptual understanding, skill proficiencies and thinking skills in the teaching and learning of mathematics. These components are integral to the development of mathematical problem solving ability. Emphasis is also given to reasoning, applications, and use of technology. Advances in technology have changed the way we teach and learn mathematics. The computer and hand-held calculator, for example, offer great potential to enhance the teaching and learning of mathematics. Students will have opportunities to discover, reason and communicate mathematics. They will engage in stimulating discussions and activities where they can explore possibilities and make connections. These qualitative changes require a change in the teaching and learning approaches; incorporating activity-based and learnercentred methodologies. The syllabuses are conceptualised after extensive consultation with teachers. We hope that teachers will find the document useful and continue to provide us with valuable feedback...
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...Everyday Mathematics Teaching Math to Young Children Spring 2010 Ashley Dismukes I feel that this quote from Richard Wertheimer defines mathematics as well as describes how the majority of people view the subject, “Mathematics, the science studied and practiced by mathematicians, is a language that quantifies the world around us. In its applied form, it is used by workers in most walks of life. Unfortunately, most people see mathematics as cold, abstract, difficult and beyond their reach” (Post Gazette, 2002). Due to these feelings educators, administrators, and researchers are constantly working to develop new and improved ways to teach students mathematics. As a result there are many theories and curriculum sets available; one being Everyday Mathematics. When one enters the teaching field they will become acutely aware of just how many curriculums are available to teach each subject. The school where you are employed will most likely have adopted a curriculum that they feel best suits their needs and the needs of their students. As a teacher it will be your responsibility to teach to and with the curriculum. Everyday Mathematics is a curriculum that is used across the country (Wright Group, 2010) with more than 3 million students. It is “a rigorous PreK-6 curriculum” (Wright Group, 2010) that is “scientifically research-based and proven to build students’ mathematical knowledge from the basics to higher-order thinking and critical problem solving” (Wright Group...
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...Mathematics: An Integral Discipline Mathematics is one of the most foundational and elemental principles and disciplines to any educational institution. With the basic components of all mathematical disciplines and areas of studies being equal, there appears to be an inherent, social need to master this study of a seemingly complex nature, particularly since this subject is ingrained into so many important and relevant aspects of the world economy. Without the understanding and overall comprehension of at least some basic, elementary mathematical principles, it would go without saying that countless workforce employees and job seekers would fail to find the most meager of professions. It is also an unfortunate prospect to understand that mathematical principles and the study of such major applications is no longer a popular social trend. On the other hand of the social and professional spectrum, the vast majority of college students seeking future majors are leaning towards other convenient modes of study, including those in the healthcare industry and other related sciences and studies. Now understanding how modern culture had become so predisposed to ascertaining studies unrelated to heavy mathematical analytics, despite the obvious need to otherwise acquire, it will be important to frame this expose’s subject matter around the need to further explain and analyze how different regions of scholastic establishments have come to define mathematical disciplines in completely different...
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...Introduction Mathematics is defined as the science of numbers in all their relations and applications. It has evolved from elemental practices of counting, measuring and describing the shapes of objects. Mathematics also deals with logical reasoning and quantitative calculation which primarily involved Natural numbers (Brittanica Micropedia, vol.7, Encyclopedia). Basic calculations used the four fundamental operations namely addition, subtraction, multiplication and division. Other than the most basic concepts of math, these operations are encountered in everyday situation. Despite the reality that math is integrated in our lives, a student sees mathematics as the hardest subject he/she encounters in school. Sometimes, finding ways to keep math practice fun can be a challenge.... Using games to teach math concepts and reinforce basic math skills is a fun way to incorporate repetitive practice into your homework routine (Elizabeth Wistrom, January 2011). According to an article of Jenni Way (November 1999), “We all know that children enjoy playing games. Experience tells us that games can be very productive learning activities.” Thus, board game can be incorporated as part of math class activity. When considering the use of games for teaching mathematics, educators should distinguish between an 'activity' and a 'game'. Gough (1999) states that "A 'game' needs to have two or more players, who take turns, each competing to achieve a 'winning' situation of some...
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...Running Head: MATHEMATICS and VISUALITY Mathematics and Visuality By: Monica McCarty Jackson State University Mathematics is one of the most useful and fascinating divisions of human knowledge. It includes many topics of study. For this reason, the term mathematics is difficult to define. It comes from a Greek word meaning “inclined to learn.” Most of the basic math taught in school involves the study of number, quantity, form, and relations. Arithmetic, for example, concerns problems with numbers. Algebra involves solving equations in which letters represent unknown quantities. Geometry concerns the properties and relationships of figures in space. The most important skills in mathematics are careful analysis and clear reasoning. These skills can help us solve some of the deepest puzzles we must face. Mathematics is based upon logic. Starting from, widely accepted statements, Mathematicians use logic to draw conclusions and develop mathematical systems. The work of mathematicians may be divided into pure mathematics and applied mathematics. Pure mathematics seeks to advance mathematical knowledge for its own sake rather than for any immediate practical use. Applied mathematics seek to develop mathematical techniques for use in science and other fields. In everyday life we use mathematics for simple tasks as telling time from a clock or counting change after making a purchase...
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...LONDON'S GLOBAL UNIVERSITY Mathematics with Management Studies BSc UCAS code: G1N2 www.ucl.ac.uk/prospectus/maths MATHEMATICS WITH MANAGEMENT STUDIES BSc This BSc combines a broad-based training in mathematics with highly practical courses from UCL’s Department of Management Science and Innovation, which will be of direct use to those seeking a career in management. No previous knowledge of management studies is required. Degree summary • • • • Gain transferable skills such as numeracy, problem-solving and logical thinking, which can lead to a large variety of interesting, diverse and well-paid careers. All of the courses given by UCL's Department of Management Science are validated by external experts from the private, public and charitable sectors. Many of our graduates choose to build their management knowledge and experience by following a further management qualification, such as the MBA (Masters in Business Administration). UCL's internationally renowned Mathematics Department is home to world-leading researchers in a wide range of fields, especially geometry, spectral theory, number theory, fluid dynamics and mathematical modelling. Peer Assisted Learning has been pioneered in the department, with second-year students offering support and advice to first years. Your career We aim to develop your skills in mathematical reasoning, problem-solving and accurate mathematical manipulation. You will also learn to handle abstract concepts and to think critically...
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...Metacognitive Aspect of mathematics Problem Solving Hwa Tee Yong and Lau Ngee Kiong MARA University of Technology Malaysia Abstract If students are to excel on both the routine mathematics skills and the problem-solving skills, teachers must place emphasis on both the mathematical contents and the mathematical processes in the teaching and learning of mathematics. This paper presents the theoretical rationale and the importance of metacognition to the learning of mathematics. A project was conducted on students of around sixteen years of age and the findings indicated that students did employ the four phases of problem solving emphasized by George Polya. However, students fared better when they regulated their thinking process or employed metacognitive skills in the process of solving mathematics problems. This paper also suggests the strength of a mixed methodology in doing research by expanding an understanding from one methodology to another, and converging findings from different data sources. Introduction Twenty-first century mathematics education is about facing novel real-world problems, nurturing creative thinking skills and cultivating productive ways of learning. In attempting to innovate teaching and learning in order to prepare a new generation for the demands of this new era, many educators have discovered the value of metacognition. Mathematics is always one of the difficult subjects for school students. Von Glaserfeld (1995) says: [Educators]...
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...5 Reading, Writing, and Speaking in Mathematics As teachers of mathematics, we sometimes forget that the words and phrases that are familiar to us are foreign to our students. Students need to master this language if they are to read, under stand, and discuss mathematical ideas. -Thompson & Rubenstein Thompson and Rubenstein were referring to the issue of language and mathematics learning in mainstream classrooms. They state vocabulary or the fluent use of terminology is a necessary condition for overall mathematics achievement. If the learning of mathematics is highly dependent on its language and the teaching of math vocabulary is crucial, it is doubly so for ELLs. English language learners in secondary schools should have many opportunities to communicate their mathematical ideas and questions. Talking and writing about their mathematical thinking helps ELLs build word knowledge and oral expression and clarify their thinking. Discussions with the teacher or peers are also useful monitoring tools for teachers. Through listening and recording student conversations and peer problem solving, teachers can monitor individual student progress. Mathematics is no longer viewed as isolated, individualistic, or competitive. Mathematics problems are ideally suited to cooperative group discussions because they have solutions that can be objectively demonstrated. Students can persuade one another by the logic of their arguments. Mathematics problems can often be solved by several...
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...Teachers as Curriculum Leaders Introduction: For the purpose of this assignment, the syllabus under consideration is the mathematics syllabus and the outcome that is to be discussed shall be the level 3 outcome for topic N 3.2. This outcome shall take in consideration the students’ ability to add and subtract numbers that are either whole or in fraction. This is related to a problem solving scenario where the students are not just given the numbers to work on but they are given a word problem that they would have to interpret and then solve in order to understand how the rules of addition and subtraction would work in the real life situations. This paper shall take a look at this outcome in terms of the various conceptions of the curriculum that Eisner and Vallance have laid out in their paper entitled “Five Conceptions of Curriculum: Their Roots and Implications for Curriculum Planning.” Keeping this in mind, it is vital for us to understand that even though it is the children that present us with the outcome of a curriculum, it is the teachers’ job to lead them to it. It is thus very important for the teachers to be professional and that they undergo specific professional development programs. Conceptions of Curriculum 1. The cognitive process approach to curriculum: a. Pedagogy In this regard, the teachers would need to focus on ‘how’ to teach the students instead of what they are teaching. With respect to our outcome, it is imperative that the teacher teaches...
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...each child has different ways in which they learn better. I feel a teacher should have a variety of teaching techniques and mix all the different ways of teaching in their lesson plans to help fill the needs of each individual student. As a teacher, Math can be and is a very tough subject to learn. Teaching Math and making it fun to learn. Teaching children that mathematics is a language that we use every day to identify, investigate and describe every day challenges. We can describe different situations and events that we have to prepare for or events that have already occurred. Understanding the world we live in is best because mathematics is all around us. Mathematics consists of arithmetic, algebra, geometry, measurement, statistics, and probability. We have numbers, quantities, data, and shapes all around us. Solving and understanding problems is mathematics. Making it fun for a student is much more than learning skills or collection of concepts. Communication with each student is the success. The major mathematical concepts of Math 213, is designed for K-8 pre-service teachers to address the concept of mathematics taught in an elementary level. This course is...
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...matter what someone chooses to do in life, they will have to deal with numbers at some point. Numeracy is the ability to understand and work with numbers. School curriculums are frequently updated and expect students to know higher level mathematics at younger ages. With the increase in difficult mathematics that are being taught to students, it is hard for many students to keep up because “According to the National Assessment of Educational Progress more than 60 percent of the 4th and 8th graders’ mathematics scores in 2011 were deemed at a basic or below basic level of proficiency”...
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