Assessment. National Research Council (2001)  “students need to be efficient and accurate in performing basic computation with whole numbers” (p. 121)

Slides:



Advertisements
Similar presentations
Administration and Scoring of Early Numeracy Curriculum-Based Measurement (CBM) for use in General Outcome Measurement.
Advertisements

Curriculum-based Measures: Math
Cleveland County Schools
Computation Fluency A spectrum of learning over grades.
Introduction to the SAT. SAT Score- just one factor colleges look at Also look at – Academic record (grades) – Involvement in school activities – Application.
Progress Monitoring project DATA Assessment Module.
Reading Comprehension and Math Computation Screening and Progress Monitoring Assessments for Secondary Students Carrie Urshel, Ph.D., School Psychologist.
PARENTS AS PARTNERS MATH NIGHT AT ENDEAVOUR ELEMENTARY JANUARY 2015.
Presented by Diane Burtchin Adapted from the book “Math Intervention: Building Number Power with Formative Assessments, Differentiation, and Games” by.
Curriculum Based Evaluations Informed Decision Making Leads to Greater Student Achievement Margy Bailey 2006.
Curriculum Based Evaluation in Math Gary L. Cates, Ph.D.
Curriculum-Based Measurement, Common Assessments, and the Common Core Mathematics Assessment and Intervention.
Introduction to Using Curriculum- Based Measurement for Progress Monitoring in Math.
Basic Facts – one definition
Progress Monitoring Lynn S. Fuchs Vanderbilt University And Pamela M. Stecker Clemson University.
Fractions.
Elementary Mathematics
Chapter 9 Fluency Assessment Tina Jensen. What? Fluency Assessment Consists of listening to students read aloud for a given time to collect information.
RCBM MAZE MCAP MCOMP.
School Board Update Creating a Balanced Elementary Math Program.
CURRICULUM EVALUATION. Citation and Skill Focus  Charles, R. I., et al. (1999). Math, Teacher’s Edition, Vol 2. New York: Scott Foresman-Addison Wesley.
CEDS 2005 ANNUAL CONFERENCE Educational Assessment: Looking Forward, Reaching Further November 17, 2005 When Assessment Isn’t Enough: Understanding Student.
TEACHING VOCABULARY AND LANGUAGE SKILLS. Two Areas:  Language of instruction  Mathematics-related vocabulary and language skills.
Progress Monitoring and Response to Intervention Solution.
Math Fact Fluency What Teachers Need to Know. Components of Fluency in a Mathematics Setting  Research states that “computational fluency is composed.
Extracting Data from Distractors R. James Milgram.
Diagnostics Mathematics Assessments: Main Ideas  Now typically assess the knowledge and skill on the subsets of the 10 standards specified by the National.
1 Curriculum Based Measures Improving Student Outcomes through Progress Monitoring.
Numeracy 2003 Presented by JB 2003 “To be numerate is to have the ability and inclination to use mathematics effectively in our lives – at home, at work.
ASSESSMENT AND CORRECTION MATHEMATICS EDUCATION: ECED 4251 Rosalind Duplechain, PhD University of West Georgia College of Education Whole Number Operations:
1 AIMSweb: R-CBM Administration and Scoring Presented by Debbie Oliver, RtI Coordinator for Stanly County Schools Adapted from Amy Jablonski’s 2009 Presentation.
Students with Learning Disabilities Mathematics. Math Skills Development Learning readiness –Number instruction Classification, ordering, one-to-one correspondence.
Progress Monitoring and the Academic Facilitator Cotrane Penn, Ph.D. Intervention Team Specialist East Zone.
Excerpts of Expectations from the Number and Operations Standard Grades Pre-K-5 Principles and Standards for School Mathematics National Council of Teachers.
Basic Facts Junior Focus Group 23 November 2010 Raewyn Carman & Dianne Ogle.
Grading and Analysis Report For Clinical Portfolio 1.
Ashlock Chapter 2: Error Patterns in Addition and Subtraction Dr. Jill Drake.
Number Talks in Middle & High School Classes? A discussion Chris TOSA Escondido Union School District.
Experiments. The essential feature of the strategy of experimental research is that you… Compare two or more situations (e.g., schools) that are as similar.
ADDITION. Terminology Be sure to know the following:  Addend  Missing Addend  Commutative Property of Addition  Associative Property of Addition 
2008 Student Progress Monitoring & Data-Based Instruction in Special Education Introduction to Using CBM for Progress Monitoring in Math An overview (Sample.
Techniques to make your mental math faster
Session #301 - Number Talks in Middle School: Why and How
ASSESSMENT AND PLANNING. Special Education  The term ‘special education’ means specially designed instruction, at no cost to parents, to meet the unique.
Dividing by Whole Numbers
National Center on Response to Intervention Using CBM in a Response to Intervention Framework Introduction to Using CBM for Progress Monitoring in Math.
1 Math Uses calculation problems consistent with curricular expectations Uses Digits Correct score permitting partial credit scoring Uses Blanks Correct.
Reading - Curriculum-Based Measurement (R-CBM)
ParsonMath Diagnostic Assessment Teacher Recording Sheet and Directions If a student misses two or more on a task under each heading, discontinue the task.
2008 Student Progress Monitoring & Data-Based Instruction in Special Education Introduction to Using CBM for Progress Monitoring.
Mathematics Disabilities Prepared by: Cicilia Evi GradDiplSc., M. Psi.
SAT Prep Course Mrs. Casey. What is the SAT? Are you going to college? 2 million students take the SAT Measure of critical thinking skills Assesses how.
The Inclusive Classroom: Strategies for Effective Differentiated Instruction, 4th Edition © 2010 Pearson Education, Inc. All rights reserved.
Math Alliance Teaching All Learners Summer 2011 Beth Schefelker Melissa Hedges Chris Guthrie.
CASE STUDY - MATH PROBLEM SOLVING TO DESIGN & IMPLEMENT INTERVENTIONS.
ASSESSMENT. Special Education  The term ‘special education’ means specially designed instruction, at no cost to parents, to meet the unique needs of.
Extracting Data from Distractors R. James Milgram.
MULTIPLICATION & DIVISION.  Disjoint subsets:  Multiplication: Making 3 party cups, 5 favors in each cup – how many favors would you need?  Division:
The Assistance Team as Part of RTI Today’s goals -What is an intervention? -What is not an intervention? -Reading -Math -The paperwork and the CHART.
Module 3 Lesson12, 13 & 14 Strategies for solving 9s multiplication facts!
Agenda  Review application exercises and hand in  Error correction & diagnosis  Math vocabulary  Counting  Symbol Identification & Place Value  Curriculum.
KS2 Mathematics Parent Workshop April 2017
Apply mental mathematics strategies and number properties, to determine with fluency, answers for basic multiplication facts to 81 and.
Mathematics Chapter 14.
Math-Curriculum Based Measurement (M-CBM)
Differentiating with EnVision
CHAPTER 13: Assessing Mathematics Achievement
SmartScore & Recommendations
Mathematics Progress Monitoring and Determining Response
Presentation transcript:

Assessment

National Research Council (2001)  “students need to be efficient and accurate in performing basic computation with whole numbers” (p. 121)  students must learn to “use an algorithm for computation with multi-digit numbers because it is an important part of developing mathematical proficiency” (p.7)

Assess these skills?  Curriculum-Based Measurement  Developed more than 25 years ago (Stan Deno)  Reliable & valid way of assessing student progress in the basic skill areas  CBM-Probes ~ narrow-band tests ~ are simple to administer and score & sensitive to improvement & time efficient  Science-based research (Marston, 1989; Thurber & Shinn, 2002) ~ having students write answers to grade-level computational problems for 2-4 min. is a reliable and valid outcome measure for typically achieving and those with severe problems (all fact probes are 2 minutes)

Probes  Correct digits  Older students (grades 5 & beyond) – in answer or answer & critical processes but grades 1-4 answer only  Standardized directions  “We’re going to take a 2 (or 4) -minute math test. I want you to write your answers to these math problems. Some are ___ and some are _____. Look at each one carefully before you write the answer. When I say begin, write your answer to the first problem (point) and work across the page (show). Then go to the next row. Keep doing this until I say stop. Try to work each problem. If you really don’t know how to do it, put an x through it and go to the next problem.” At the end of 2 minutes say, “Stop.”  Testing ~ not teaching  No skipping (“try to work each problem”)

Scoring Guidelines  Correct digits  Each correct digit is underlined and counted  Incomplete problem ~ count correct digits  Xed out ~ count correct digits  Poor legibility & difficult to determine the number ~ count incorrect  Reversed but obvious ~ (3) count correct

Probes?  AIMSweb ~  Intervention Central ~  GRAPH RESULTS!!!  Computer  By hand

State Measures  hives/instructional_resources/index.php hives/instructional_resources/index.php hives/instructional_resources/index.php

Error Analysis

Diagnosing Errors Step 1: Analyze errors and make a hypothesis about the cause of the errors Step 2: Interview student to determine cause of the error (if not obvious) Step 3: Reteach Step 4: Test

Error Types Fact Error Component Skill Error Strategy Error

Fact Error Basic facts ~ 100 addition and multiplication facts formed by adding or multiplying any 2 single-digit numbers and their subtraction and division counterparts Student follows the correct sequence of steps for solving the problem but misses the problem because of a basic fact error

Fact Error Remediation Does the student miss a certain fact consistently? –If so, the remediation must involve practice on that fact Does the student miss a fact inconsistently? –Increase incentives for accurate work (so students do not rush through work and make careless errors)

Component Skill Error Previously taught skills that are integrated as steps in a problem-solving strategy Lower grade ~ counting or symbol identification error Later grades ~ wider range

Component Skill Error Remediation Is the error occurring consistently? –If no, don’t remedy –If yes, reteach the particular component skill for AT LEAST 2 consecutive days. Once the student can perform that skill with mastery, reintroduce examples of the problem type that was originally missed.

Strategy Error Student does not know the sequence of steps to solve the problem type

Strategy Error Remediation Reteach the strategy ~ –Using a highly structured presentation