MATH 0530 PRINCIPLES OF STATISTICS AND LAB: A CO-REQUISITE MODEL FOR MATH 1530.

Slides:



Advertisements
Similar presentations
Statewide Symposium on Transforming Remediation April 21, 2014 Gordon State College.
Advertisements

Introduction to Pre-calculus Math.  Confidently solve problems  Communicate and reason mathematically  Increase mathematical literacy  Make connections.
©2001 CBMS Math Preparation of Teachers Teachers need to study the mathematics of a cluster of grade levels, both to be ready for the various ways in which.
Lecture Slides Elementary Statistics Twelfth Edition
SKILLS ASSESSMENT PREPARATION: MATH NEWNHAM & YORK LEARNING CENTRE AGENDA FOR WORKSHOP Introduction Purpose for testing Testing conditions Useful links.
College and Career Readiness Mathematics at Middle School Poway Unified School District 2014.
KENNEDY MIDDLE SCHOOL MATHEMATICS PLACEMENT INFORMATION NIGHT June 8, 2012.
2010 New Math Standards. Mathematical Practices 1. Attend to precision 2. Construct viable arguments and critique the reasoning of others 3. Make sense.
1 Special Evening for Fifth Grade Parents on Math Sequencing Grades 6-12.
Every Student Prepared for the Future EXPLORE, PLAN, The ACT Test Specifications.
Can technology assist students in the classroom and could it be used effectively to improve student performance in a mathematics class?
2009 Mathematics Standards of Learning Training Institutes Algebra II Virginia Department of Education.
Gina Reed Gainesville State College. ASA/MAA Recommendations Emphasize the elements of statistical thinking Incorporate more data and concepts Foster.
ALGEBRA WORKSHOP SESSION 3 Tricia Profic, Erie 1 BOCES.
JOHN CHAMPE CLUSTER CURRICULUM NIGHT MATHEMATICS Math Presentation: Susan Hollinger and Megan Neterer.
LinearRelationships Jonathan Naka Intro to Algebra Unit Portfolio Presentation.
Mathematical Processes GLE  I can recognize which symbol correlates with the correct term.  I can recall the correct definition for each mathematical.
Virginia Department of Education K-12 Mathematics Standards of Learning SOL Training Institutes October 2009 Michael Bolling Mathematics Coordinator Dr.
Correlation and Regression
1 Grade-Level Standards  K-8 grade-by-grade standards organized by domain  9-12 high school standards organized by conceptual categories Common Core.
A CLOSER LOOK AT THE CCSS FOR MATHEMATICS COMMON CORE STATE STANDARDS PRESENTED BY: BEATRIZ ALDAY.
1.
Section Copyright © 2014, 2012, 2010 Pearson Education, Inc. Lecture Slides Elementary Statistics Twelfth Edition and the Triola Statistics Series.
GRADE 8 CURRICULUM SUMMARY. NUMBER AND OPERATION SENSE use manipulatives and diagrams to understand the concept of square root recognize perfect squares.
Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved Lecture Slides Elementary Statistics Eleventh Edition and the Triola.
Language Objective: Students will be able to practice agreeing and disagreeing with partner or small group, interpret and discuss illustrations, identify.
Learning Support Math at East Tennessee State University Daryl Stephens.
Math Literacy Lab A summary and introduction for “Making the Grade” 2009 Joanne Dimenno & Linda Kittell.
Workshop on Teaching Introductory Statistics Session 1: Planning A Conceptual Course Using Common Threads And Big Ideas, Part I: GAISE Recommendations.
Validating an Interactive Approach to Teach Large Statistics Classes Based on the GAISE Recommendations Ramon Gomez Senior Instructor Dept. of Math & Statistics.
Overview of CCSS Statistics and Probability Math Alliance September 2011.
Section Copyright © 2014, 2012, 2010 Pearson Education, Inc. Lecture Slides Elementary Statistics Twelfth Edition and the Triola Statistics Series.
MATHEMATICAL PROCESSES SPI  I can generate ratios to solve problems involving velocity, density, pressure, and population density.
Math Sunshine State Standards Wall poster. MAA Associates verbal names, written word names, and standard numerals with integers, rational numbers,
2009 Mathematics Standards of Leaning Training Institutes Middle School Mathematics Grade 6 Virginia Department of Education.
Welcome to Altadena Middle School! School! Key Points for Curriculum Night Curriculum Goals Homework Expectations Attendance and Assignments Late/Missing.
Experiential +Engagement +Algebra Courses =Effective Student Learning TASS 2015 Denise Wilkinson Mathematics Professor First Year Experience Director Virginia.
What We Need to Know to Help Students’ Scores Improve What skills the test measures How the test relates to my curriculum What skills my students already.
Reformed Developmental Math Program ICTCM Conference March 11, 2016 Deanne Stigliano
Dr. Judy BulazoMr. Andy Lucas Director Middle School Math of Curriculum Curriculum Leader.
Math Course & Placement Information Night Avon Grove Intermediate School May 9, 2016.
MVHS Mathematics. Current Projects Performance-Based Pay plan (PBP) Performance-Based Pay plan (PBP) Focusing on: Strand 3 Concept 3 Represent and analyze.
Changes in Mathematics Dixon-Smith Middle School Parent Information Session Kimberly McGehee, Math Coach.
Algebra 1 Keystones Eligible Content Test Design Performance Level Indicators.
By: The 6th grade Math Team.
Student Success in General Education
Middle School Math Sequence Options
Lecture Slides Elementary Statistics Twelfth Edition
A Co-Requisite Model for First Year Mathematics
Start Right at Valencia by Taking the Correct Math Class
Math Course & Placement Information Night
Progression Expression & Equation (with a focus on grade 6-8)
What to Look for Mathematics Grade 4
What to Look for Mathematics Grade 5
What to Look for Mathematics Grade 6
What to Look for Mathematics Grade 7
8th Grade Mathematics Curriculum
Lecture Slides Elementary Statistics Thirteenth Edition
Lecture Slides Elementary Statistics Eleventh Edition
Rethinking and Redesigning Remedial Education One Student at a Time
MA171 Introduction to Probability and Statistics
Math 2 Advanced 7th Grade “Shoot for the moon. Even if you miss, you'll land among the stars.” Les Brown Mr. Osliany Martinez
Lecture Slides Elementary Statistics Twelfth Edition
Lecture Slides Elementary Statistics Twelfth Edition
Teaching Co-requisite Math Classes
MA171 Introduction to Probability and Statistics
ALEKS & College Algebra - A Journey to Finding the Best Model:
Course Organizer Pre-Algebra Course Standards: The This Course:
Lecture Slides Essentials of Statistics 5th Edition
Lecture Slides Essentials of Statistics 5th Edition
Presentation transcript:

MATH 0530 PRINCIPLES OF STATISTICS AND LAB: A CO-REQUISITE MODEL FOR MATH 1530

CO-REQUISITE REMEDIATION, ACCORDING TO TBR: “The co-requisite experience will serve the dual purpose of supporting and illuminating the skills and concepts of the college-level credit bearing course while also providing instruction for students to remediate those A- 100 Mathematics Competencies in which they have a deficiency.”

OUR APPROACH TO THE COURSE Two important components:  Concurrent remediation of pre-requisite algebra skills in a Statistics-specific context to increase success in MATH1530 course  Completion of a semester-long project utilizing a large, real dataset, the Capstone Project, which reinforces MATH1530 concepts in an active and engaging way o All MATH 1530 students complete the capstone project

MATHEMATICS LEARNING SUPPORT CURRICULUM MLS 1: Real Number Sense and Operations MLS 2: Operations with Algebraic Expressions MLS 3: Analyze Graphs MLS 4: Solve Equations MLS 5: Critical Thinking*

Learning Objectives and Pre/Co-Requisite Skills List Chapter 1 Learning Objective5 th Edition Triola SectionPre/Co-Requisite SkillLearning Support Competency Interpret numerical data as frequencies, ratios, and percents 1-2 Statistical and Critical ThinkingConvert between fraction and decimal representations of numbers Convert between decimal and percent representations of numbers 1.2 Perform operations with rational numbers 1.5 Applications – Write and compare numbers in standard and scientific notation Distinguish between discrete and continuous data 1-3 Types of DataUnderstand sets of numbers (integer, rational, and real numbers) 1.4 Recognize and apply magnitude and ordering of real numbers Chapter 2 Learning Objective5 th Edition Triola SectionPre/Co-Requisite SkillLearning Support Competency Construct frequency distributions2-2 Frequency Distributions Compute mean and standard deviation using formulas and technology 2-2 Frequency Distributions 2.2 Evaluate algebraic expressions when given values for the variables Create and interpret histograms2-3 Histograms Analyze and interpret statistical graphs and charts 2-4 Graphs that Enlighten and Graphs that Deceive Cartesian Coordinates3.5 Graph a linear equation in two variables using ordered pairs, using the x-intercept and the y- intercept, and using the slope and y-intercept Chapter 3 Learning Objective5 th Edition Triola SectionPre/Co-Requisite SkillLearning Support Competency Calculate measures of center and variation using formulas and technology 3-2 Measures of Center 3-3 Measures of Variation Follow order of operations, understand symbolic notation 1.1 Apply the order of operations to evaluate expressions 2.2 Evaluate algebraic expressions when given values for the variables 1.3 Identify and calculate with irrational numbers Calculate and interpret measures of relative standing 3-4 Measures of Relative Standing

LAB ASSIGNMENTS AND PROFICIENCY EXAMS  There are 5 proficiency exams in MATH  Students must complete all lab assignments with at least an 80% to be eligible to take the proficiency exam.  The MATH 0530 proficiency exams are designed to correspond to unit exams in MATH MATH 0530 ExamLab AssignmentsCorresponding Triola Chapters Proficiency Exam 1Labs 1E and 2EChapters 1-3 – Descriptive Statistics Proficiency Exam 2Labs 3E and 4EChapters 4-5 – Probability and Discrete Distributions Proficiency Exam 3Labs 5E and 6EChapter 6 – Continuous Distributions Proficiency Exam 4Labs 7E and 8EChapters 7-8 – Estimation and Hypothesis Testing Proficiency Exam 5Lab 9EChapter 10 – Correlation and Regression

COMPETENCIES IN CONTEXT  Each lab assignment question is written to assess the underlying co- requisite skill, while being framed in statistical context and using vocabulary from the MATH 1530 course  This creates a “seamless” feel for students, as all learning objectives are in support of the MATH 1530 course

COMPETENCIES IN CONTEXT Lab 1E: Fractions, decimals, percents, and frequency distributions

COMPETENCIES IN CONTEXT Lab 2E: Identify and calculate irrational expressions and the standard deviation

COMPETENCIES IN CONTEXT Lab 3E: Multiplying fractions and the multiplication rule

COMPETENCIES IN CONTEXT Lab 4E: Inequalities and Probability

COMPETENCIES IN CONTEXT Lab 5E: Area and perimeter of rectangles, triangles, and circles and probability

COMPETENCIES IN CONTEXT Lab 5E: Writing inequality and probability statements

COMPETENCIES IN CONTEXT Lab 6E: Solving formulas and literal equations for a specified variable and the relationship between random variables and z-scores

COMPETENCIES IN CONTEXT Lab 7E: Order of operations and the margin of error

COMPETENCIES IN CONTEXT Lab 8E: Inequalities and hypothesis testing

COMPETENCIES IN CONTEXT Lab 9E: Interpret slope as a rate of change

MLS 5: CRITICAL THINKING  Institutions were directed to develop their own content for the 5 th competency: “Students integrate their mathematical development from MLS 1 through MLS 4 to make meaningful connections.”

MLS 5: CRITICAL THINKING – A CAPSTONE PROJECT  Research in undergraduate statistics shows that project-based learning can be extremely beneficial in an elementary statistics course  GAISE Project (field standard) recommends the following pedagogical practices:  Emphasize statistical literacy and develop statistical thinking  Use real data  Stress conceptual understanding, rather than mere knowledge of procedures  Foster active learning in the classroom  Use technology for developing conceptual understanding and analyzing data

MLS 5: CRITICAL THINKING – A CAPSTONE PROJECT  Technology: computer based software StatDisk, StatCrunch, or Excel required  Critical thinking: social justice related datasets – Youth Smoking, Racial Bias in Hiring, Deaths Caused by Police  Statistical reasoning: description and analysis of data – concepts from each chapter of MATH1530 are assessed  Communication: written and oral presentations  Cooperative Teamwork: working in groups during class

STRUCTURE OF THE COURSE: MATH0530 Meets concurrently with a MATH1530 course that has traditional (19+ ACT) enrollment  MATH1530 D06 – 19 enrollmentMTWR 12:55p – 1:50p3 hrs  MATH1530 DE6 – 10 enrollmentMTWR 12:55p – 1:50p3 hrs  MATH0530 DE6 – 10 enrollmentF 12:55p – 1:50p2 hrs

STRUCTURE OF THE COURSE: MATH 0530  Both courses (1530 and 0530) have the same instructor  2 credit hours – 1 hour lecture and 2 hours lab each week  Lecture hour: review of pre-requisite skills and additional 1530 topics  Lab hours: completed in academic support center each week, staffed with specific MATH 0530 peer tutors

STRUCTURE OF THE COURSE 60% - Exams 15% - Lab Expectations 25% - Capstone Project Course follows current Learning Support grading scale: 94 – 100A 87 – 93B 80 – 86C Below 80F

FALL 2015 PILOT RESULTS Section ACT* 63.6%68.8%75%90.9%66.7%93.3% ACT 87.5%85.7% 50%77.8%88.9% Fall %53.3%56.3%75%84% *also includes returning students who successfully completed LS Math prior to Fall Comparison by section of 19+ ACT students with <19 ACT students Percentage of Students who passed MATH1530 (ABC)

OBSERVATIONS  In 4 out of 6 sections, overall ABC pass rates in MATH 1530 increased from Fall 2013 to Fall 2014  SUCCESS!  First time freshmen ACT students were just as successful as returning students in completing MATH 1530 in Fall 2014  SUCCESS!  All students either passed both 1530/0530 or failed both courses. Those students who were not successful each had out-of-class circumstances that affected attendance and participation  “Pilot effect” – small sample sizes, invested professors

FALL 2015 OTHER COURSES AND LOWER-LEVEL STUDENTS

STUDENTS WITH MATH ACT SUBSCORES BELOW 19 WILL HAVE 3 OPTIONS:  MATH 1010 with MATH 0010  MATH 1530 with MATH 0530  MATH 1030 with MATH 0030 Starting FALL 2015

 Placement will be strongly encouraged through advising based on the strength/maturity/intended major of the student.  All three courses DO HAVE a reading requirement, however. Starting FALL 2015 According to Banner, there is no minimum ACT subscore for any of the co-requisite courses.

MATH 1010 WITH MATH 0010  6 credit hours (0010 – 3, 1010 – 3)  For non-STEM/business majors  ADVISING: Recommended for students with MATH ACT subscores below 16  Mixed population course  MWF is traditional MATH 1010 content  TR is co-requisite MATH 0010 content  Upon successful completion, students may take MATH 1530, MATH 1410/1420, or MATH 1030

MATH 1530 WITH MATH 0530  5 credit hours (0530 – 2, 1530 – 3)  For non-STEM/business majors  ADVISING: Recommended for students with MATH ACT subscores 16 and above  Mixed population course  MTWR is traditional MATH 1530 content  F is co-requisite MATH 0530 content  Upon successful completion, students may take MATH 1010, MATH 1410/1420, or MATH 1030

MATH 1030 WITH MATH 0030  6 credit hours (0030 – 3, 1030 – 3)  For STEM/business majors  ADVISING: All MATH ACT subscores below 19  Not a mixed population course  Separate sections of MATH 1030 for students with MATH ACT subscores  Upon successful completion, students may take MATH 1130 or MATH 1710 or MATH 1730*