WSMC High School Competition The Pros and Cons Credit Cards Project Problem 2007



Similar documents
2016 MDOT Bridge Competition Guidelines Grades 11 and 12

TRAC Cable-stayed Bridge Competition Guidelines Grades 11 and

2015 MDOT Bridge Competition Guidelines Grades 9 and 10

2016 Bridge Competition Guidelines Grades 9 and 10

Methods of psychological assessment of the effectiveness of educational resources online

ABU DHABI UNIVERSITY STOCK MARKET COMPETITION

BUSINESS REPORTS. The Writing Centre Department of English

Maryland 4-H Public Speaking Guide

EDITING YOUR THESIS Some useful pointers. Editing is all about making it easy for the reader to read your work.

High School Algebra Reasoning with Equations and Inequalities Solve systems of equations.

This overview of requirements/helpful hints for your final B.A. papers in Public Policy includes the following sections:

EDITING AND PROOFREADING. Read the following statements and identify if they are true (T) or false (F).

Prosthetic Arm Challenge 2.0

A Concrete Introduction. to the Abstract Concepts. of Integers and Algebra using Algebra Tiles

Demonstrating Understanding Rubrics and Scoring Guides

Student Writing Guide. Fall Lab Reports

COM 2733 Introduction to Communication Technologies. Course Materials Handbook. (Summer 2005) Prepared by. H. Paul LeBlanc III.

Essays on Teaching Excellence. Using Rubrics to Teach Science Writing

VISUAL ALGEBRA FOR COLLEGE STUDENTS. Laurie J. Burton Western Oregon University

STUDENT S PACKET FOR THE SCIENCE FAIR PROJECT

How to Access Bentley MicroStation PowerDraft Step by Step Instructions:

BIRKBECK, UNIVERSITY OF LONDON Department of Earth and Planetary Sciences

High School Functions Interpreting Functions Understand the concept of a function and use function notation.

Library, Teaching and Learning. Writing Essays. and other assignments Lincoln University

Campus Instructional Consulting Franklin Hall 004, , Page 1

ASSESSMENT PLAN. Department of Marketing. College of Business Illinois State University. Integrated Marketing Communication Sequence.

Clovis Community College Core Competencies Assessment Area II: Mathematics Algebra

% ! 3 40% % Percent Cards. This problem gives you the chance to: relate fractions, decimals and percents

Lesson Plan Careers in Financial Management and Investment Planning

COM207: CREATIVE WRITING: FICTION SYLLABUS LECTURE HOURS/CREDITS: 3/3

Unit 7 Quadratic Relations of the Form y = ax 2 + bx + c

Dates count as one word. For example, December 2, 1935 would all count as one word.

What you need to know about NIH grant writing

Mathematics Objective 6.) To recognize the limitations of mathematical and statistical models.

Prentice Hall Algebra Correlated to: Colorado P-12 Academic Standards for High School Mathematics, Adopted 12/2009

Big Ideas, Goals & Content for 4 th grade Data Collection & Analysis Unit

A Guide for Writing a Technical Research Paper

Maryland 4-H Public Speaking Guide

Search help. More on Office.com: images templates

Pocantico Hills School District Grade 1 Math Curriculum Draft

Advice to USENIX authors: preparing presentation slides

Lesson 13: The Formulas for Volume

WEBSITE DESIGN. RWebsite Design OVERVIEW CHALLENGE ELIGIBILITY TIME LIMITS

Area and Perimeter: The Mysterious Connection TEACHER EDITION

OTTO VON GUERICKE UNIVERSITY MAGDEBURG

Thesis Format Guide. Denise Robertson Graduate School Office 138 Woodland Street Room

Presenting survey results Report writing

Problem of the Month Through the Grapevine

Human-Readable BPMN Diagrams

Applied Math for Culinary Management

Decomposing Numbers (Operations and Algebraic Thinking)

G C.3 Construct the inscribed and circumscribed circles of a triangle, and prove properties of angles for a quadrilateral inscribed in a circle.

SCHOOL OF BUSINESS. MGMT225: INTERNATIONAL BUSINESS Credit Hours: 3 Contact Hours: 3. Prerequisite: MGMT211. Instructor: Caleb Carr

HIST 499: Senior Seminar in History. Sample Syllabus

Multi-digit Multiplication: Teaching methods and student mistakes

Running head: APA STYLE FOR RESEARCH REPORTS 1

ENTREPRENEURSHIP PROMOTION PROJECT

In this memorandum, I discuss proper writing for your memo-format assignments. Specifically, I

Let s Talk About STIs

Higher Degree by Research Thesis Presentation - Guidelines

parent ROADMAP SUPPORTING YOUR CHILD IN GRADE FIVE ENGLISH LANGUAGE ARTS

UNIT PLAN: EXPONENTIAL AND LOGARITHMIC FUNCTIONS

Unpacking Division to Build Teachers Mathematical Knowledge

Missouri FBLA Competitive Event Guidelines

Thesis and Dissertation Digital Handbook

2010 School-assessed Task Report. Media

Dental Hygiene Program Portfolio Guide

An Investigation into Visualization and Verbalization Learning Preferences in the Online Environment

Accessibility Strategies for Mathematics

By completing the Junior Research Paper, students will know and/or be able to do the following:

Math at a Glance for April

Appendix E. A Guide to Writing an Effective. Executive Summary. Navy and Marine Corps Public Health Center Environmental Programs

4/12/15. Goals for this Session. What the Research Says. Math Vocabulary Instructional Strategies

Performance Assessment Task Which Shape? Grade 3. Common Core State Standards Math - Content Standards

Staten Island Technical High School Forensic Science

Making Great Posters for Research Applications

Dimensions of Excellence in a Dissertation

High School Algebra Reasoning with Equations and Inequalities Solve equations and inequalities in one variable.

Mathematics Cognitive Domains Framework: TIMSS 2003 Developmental Project Fourth and Eighth Grades

GEORGE MASON UNIVERSITY GRADUATE SCHOOL OF EDUCATION FOUNDATIONS OF EDUCATION LEADERSHIP: ECONOMICS AND LEADERSHIP EDLE 803 (3 Credits) Spring 2005

MATH 110: College Algebra

Circles in Triangles. This problem gives you the chance to: use algebra to explore a geometric situation

Dr. Lisa White

Newsletter Design, Layout and Content Tips

Tennessee Department of Education

Expository Reading and Writing By Grade Level

ALGEBRA 1 ~ Cell Phone Task Group: Kimberly Allen, Matt Blundin, Nancy Bowen, Anna Green, Lee Hale, Katie Owens

Lesson Closure with Examples or 40 Ways to Leave a Lesson

INDEX OF LEARNING STYLES *

FINAL-YEAR PROJECT REPORT WRITING GUIDELINES

Depth-of-Knowledge Levels for Four Content Areas Norman L. Webb March 28, Reading (based on Wixson, 1999)

Information and Media Literacy Accessing and managing information. Integrating and creating information. Evaluating and analyzing information.

Current Standard: Mathematical Concepts and Applications Shape, Space, and Measurement- Primary

For example, estimate the population of the United States as 3 times 10⁸ and the

DELAWARE MATHEMATICS CONTENT STANDARDS GRADES PAGE(S) WHERE TAUGHT (If submission is not a book, cite appropriate location(s))

WEBSITE DESIGN. RWebsite Design. RThe Website OVERVIEW ELIGIBILITY TIME LIMITS ATTIRE

PSC 192: Field Work in Psychology (Fall, 2015)

CHOOSING A COLLEGE. Teacher s Guide Getting Started. Nathan N. Alexander Charlotte, NC

School of Graduate Studies Formatting Guidelines for Thesis and Dissertations

How To Be A Mathematically Proficient Person

Transcription:

WSMC High School Competition The Pros and Cons Credit Cards Project Problem 2007 Soon, all of you will be able to have credit cards and accounts. They are an important element in the fabric of the United States economy as well as international economies. Some cultures find the credit card to be a symbol of American capitalism which they find offensive while other cultures embrace the economic advantages. Most teenagers and a large portion of adults don t really understand the advantages and disadvantages to having and using them. Your job is to produce a brochure for your peers that will help them understand how to choose a card wisely, how to use cards to their benefit, and to warn them of the dangers associated with their use. The ten page project document will be the evidence that supports the concepts in the brochure. The project should include Evidence of research on the positive aspects of credit cards Evidence of research on the negative aspects of credit cards A bibliography Mathematical example(s) of thoughtful use of credit cards Mathematical example(s) of poor use of credit cards and the many hazards that befall careless users Statistics on the likelihood that a new users will end up in trouble with their account Five preferred credit cards and why they are wise choices There are four components to the Credit Card Project The Ten Page Report The Brochure The Display The Presentation Three copies of the Report and Brochure must be mailed to your regional director with a postmark of the 26 th February, 2007 or earlier. At Regionals on the 7 th of March you will have a display about your project and give a 5 minute presentation on your project. Three copies of the Report and Brochure (revised if you wish) must be mailed to Jim Miller (201 Elk Haven Rd. Cle Elum, WA 98922) with a postmark of the 10 th of April, 2007 or earlier. At State on the 21 st of April you will have a display about your project and give a 5 minute presentation on your project.

SCORING GUIDE for the WSMC 2007 Team Project Your investigation will result in four "products". The first will be a written report. The second will be a brochure. The third will be a very brief 5 minute presentation before an audience and a panel of judges. The fourth will be a display of some kind that you will use to summarize your findings for students, judges and others who will come to you and ask you questions about your work. In all but the brochure, you will need to explain your findings and conclusions and summarize and identify supporting evidence, and give examples. In the final evaluation, the report will account for 55% and the 15% of the total points. The presentation will account for 15% and the display will account for the remaining 15%. Below you will find explanations of these four products and the ways in which they will be evaluated. The report, the brochure, the presentation, and the display will be evaluated according to your performance on the criteria shown below. You will receive 4 0 points on each of these criteria. for a criterion, you will be given 3 points for that criterion. Four points will be given to those who, in the judgment of the evaluators, exceed. Zero points will be awarded if there is no effective response. I. The Report and Brochure (70%) The entire report should have ten pages or fewer. The pages should be numbered and have one inch margins all around. Please use a legible font and do not use a font smaller than 12 for the text of the report. Three copies shall be submitted to the regional director postmarked February 26, 2007. Here is a scoring guide for the report. Addressing the problem 12 points Addressing the problem that was posed The problem you addressed is the one that was given. It has been addressed within your context but it has not been substantially modified. Restate the problem in your context The problem is clearly and succinctly restated in the report s introduction so that the reader will know that you understood the problem. Communicate your plan for addressing the problem A clear and succinct plan for addressing the plan is outlined following your restatement of the problem. The plan should follow a logical progression. For example, In order to address the problem we needed to know x. Therefore we did y. etc.

Data 12 points Data sources must be clearly identified and sited You clearly identify the sources of data you use to address the problem. Your citation should allow an informed and competent reader to find the same information. Data sources must be appropriate and reliable The data sources you choose would be acceptable to an expert * in the relevant field. Do not identify any personal information (names, student numbers, etc.) that may be connected to real people. Explain why you use the sources you select. Data sources must be sufficient You give evidence to show that if multiple sources of data are available you have investigated these to the point where you can make a reasoned choice about using one or more of these. Mathematics 32 points (This section receives double weight, 16x2=32) The mathematics you use must be appropriate You have selected mathematical tools (algorithms, techniques, procedures, models, etc.) that have the potential to address the problem effectively. A K- 12 math expert * would probably make the same selection The mathematics you use must be clearly justified You have given a clear and succinct justification for substantial choices among mathematical tools (e.g., You don t need to explain why you chose addition when you need the sum of a set of numbers. You should explain why you used a linear model for the behavior of a stock rather than an exponential model.) The mathematics you use must be adequate / sufficient The mathematical tools you selected enable you to address the problem effectively and efficiently. You ve done enough.

The mathematics you use must be correctly applied You have used the mathematical tools (algorithms, techniques, procedures, models, etc.) successfully. There are no substantial mistakes in your mathematics. Communicating the Results 20 points Your conclusions must be clearly and correctly tied to and supported by the mathematical analysis. You are able to explain how you have used mathematics to make sense of and solve the problem. Your explanation follows a clear and logical sequence that makes sense to a k-12 math expert *. The figures and graphics must be necessary and sufficient. You have used representations of mathematics (tables, graphs, charts, etc.) that assist the reader in understanding your work and your conclusions. Every representation has a clear and considered purpose. The figures and graphics must be clearly labeled. The meaning of the figure or graphic is clear to a competent reader. You have a succinct and informative title for each figure or graphic. The axes or dimensions are labeled, etc. The figures and graphics must be tied to the text. When a figure or graphic appears in the report it has a figure number in the lower left corner (i.e., figure 1, figure 2, etc.). Each figure is clearly connected to a point that you are making in the report. (e.g., The data / results shown in figure 4 show that. ) Your grammar is correct. You have very few (less than one per page?) grammatical errors**. You must have page numbers. You should use some acceptable style standard (e.g., Strunk and White, APA, etc.). While you do not have to be obsessive about this, deviations from a standard should not detract from the report s readability. Your source citations must also conform to some standard format.

II. The Display (15%) On the day of the contest, you will set up and "staff" a display where you will talk with people about your investigation. You should have some sort of visual display that summarizes the highlights of your investigation. This, however, is only part of the process. More importantly, you should be prepared to summarize the results generally and to answer specific questions from judges and students about your work. These questions can cover any aspect of the work you have done, including details from the report and will allow the judges to finish their evaluation of the investigation. These displays will be set up in an area that is available to all of the participants in the contest and so you may also get questions from others who are interested in your work. At least one member of the team must be present most of the time. Here is a scoring guide for the display. 12 points. Your display and the people supporting it must explain your interpretation of the problem Your display and your verbal explanation should allow a competent and interested reader or listener to understand the basis of the problem in the context of your school. explain and justify the approach you took Your display and your verbal explanation should allow a competent and interested reader or listener to understand why you selected major mathematical tool and techniques. explain and justify your conclusions Your display and your verbal explanation should allow a competent and interested reader or listener to understand your solution to the problem that was posed. III. The Presentation (15%) On the day of the contest, your team will give a very brief (five minutes) presentation summarizing your investigation. The evaluation of the presentation will focus on your communication skills more than on the quality of the mathematics which receives primary emphasis in the report and during the display. Here is a scoring guide for the presentation.

24 points. The time allowed for the presentation is short or long. Your presentation should be informative. Your presentation should include sufficient information so as to enable listeners to understand what is important about this problem and your conclusion or solution to the problem. Your presentation should be clear. The style, structure, and sequence of your presentation should enable listeners to easily understand your work on the problem. Your presentation should be convincing. The style, structure, and sequence of your presentation should convince listeners that you used mathematics effectively to understand and address the problem. Your presentation should be compelling. The style, structure, and sequence of your presentation should keep listeners engaged, involved, and interested. Your presentation should be succinct. Your presentation must be completed within the time allowed. Your presentation should be responsive to questions. You must be prepared to answer reasonable questions from the audience or judges. * An expert is someone who is very familiar with the context of this question and who has a very competent and informed grasp of k-12 mathematics. ** You should have the report proof read by an expert. How about an English teacher?