Active learning Collaboration Math Talk rospenda chapter 61.

Slides:



Advertisements
Similar presentations
Learning Styles What does it mean for me?.
Advertisements

Book cover art to be inserted Chapter 5 Active Reading.
Teach Equation Solving Kathy Hawes Discussion presented by Jessica Dow and Janice O’Donnell.
1.02 Understand effective communication. Journal Prompt #1 How do you communicate? Do you like to talk? Are you a good listener? What makes you a good.
1.02 Understand effective communication
Written Response Assessment rospenda stiggins chapter 6 1 Chapter 6.
Personal Project: Assessment Criteria
DEVELOPING ACADEMIC LANGUAGE AND TEACHING LEARNING STRATEGIES Anna Uhl Chamot Jill Robbins George Washington University.
Standards of Mathematical Practice How They Apply to School and Home.
8 Learning Styles.
ACOS 2010 Standards of Mathematical Practice
Big Ideas and Problem Solving in Junior Math Instruction
Chapter 6: Intervention for Children with Language Impairments: General Principles and Strategies.
Mike Rospenda Math practices, mike rospenda 1. students actually do math use mathematics using math knowledge engaging in mathematical thinking investigate.
What now? Is this the best? PROBLEM SOLVING AS A STRATEGY.
Invention Convention 2012 Midway STEM. Getting Started… Get a folder or notebook to be used… To write down all of your ideas as you brainstorm. To draw.
Exploring Career Decisions
Teaching Learning Strategies and Academic Language
Problem SOLVED!. Essential Question How are problems solved?
Advantages of Using Children’s Literature provides a motivating introduction to complex curriculum topics mathematical vocabulary can be reinforced and.
EDITORIALS Writer’s Craft Online Journalism Unit.
Transdisciplinary Skills Placemat: Greenfield Park International Thinking Skills Acquisition of knowledge: Are you able to find out new facts? Show me.
ATL’s in the Personal Project
SCIENTIFIC INQUIRY Cornell Notes.
ELT Week of October 8 1.Take out a piece of paper! Read over the Performance task (take one) and use the next 10 minutes to work on the problem individually.
Instructional Strategies That Support Mathematical Problem Solving Janis FreckmannBeth SchefelkerMilwaukee Public Schools
When presented with a problem, I can make a plan, carry out my plan, and evaluate its success. BEFORE… EXPLAIN the problem to myself. Have I solved a problem.
Process Skill apply mathematics to problems arising in everyday life, society, and the workplace.[7.1A] October 2014Math Grade PAP 7th.
Journal: What does “culture” mean to you? Learning Targets: 1. I can define culture 2. I can identify three elements of culture and apply them to better.
Curriculum Night 5 th Grade. Our students are…  Engaged in their learning  Partners with the teacher  Individuals in the class but part of a…  Community.
MATH COMMUNICATIONS Created for the Georgia – Alabama District By: Diane M. Cease-Harper, Ed.D 2014.
WHAT GOOD MATHEMATICIANS DO By: Madeline Hernandez.
CONCEPTUALIZING AND ACTUALIZING THE NEW CURRICULUM Peter Liljedahl.
Responsible Curious Self-directed Challenges the teacher Sees school as an opportunity Critical thinkers Risk takers Hard working Reflective Self awareness.
THE NEW CURRICULUM MATHEMATICS 1 Foundations and Pre-Calculus Reasoning and analyzing Inductively and deductively reason and use logic.
MATHEMATICS 1 Foundations and Pre-Calculus Reasoning and analyzing Inductively and deductively reason and use logic to explore, make connections,
How do you solve story problems with unlike mixed number fractions?
Lesson Question: Why is it so important that children learn? What if you were in charge? Look at the pictures. Choose the one you would work on.
Process Skill apply mathematics to problems arising in everyday life, society, and the workplace.[K.1A] October 2014Elem Math Kindergarten.
Problem Solving.  Similar to Solving Math Word Problem  Read the Problem  Decide how to go about Solving the Problem  Solve the Problem  Test the.
Chapter 10 Organizational Communications 1 Chapter 10 Organizational Communications ©2008 Thomson/South-Western.
Visual Arts: Its Place in the Classroom Presented by: Regina Valentino.
Writing Review Basic Boot Camp for Your Writing Skills.
5th Grade Chapter 19, Lesson 1
What now? Is this the best?
Bandura: Original Study
Close Readings, Metacognitive Conversations, and Marking Up The Text
word, idea, reason, speech
Chapter 1, lesson 1-How scientists work
Writing Journal #8 Find two people in the class that read the same chapter as you. What is the key argument in the first half of your chapter? What details.
MYP Design Cycle Inquiring and analyzing Developing Ideas Evaluating
Take out your RRN. Be prepared to either draw pictures, write definitions, or whatever else you need to do to make sure you understand the vocabulary in.
word, idea, reason, speech
Find the surface area of:
Transdisciplinary Skills for Self-management Skills
Amazing Multiplication
How to have successful math discussions
WORLD-READINESS STANDARDS FOR LEARNING LANGUAGES
MATH TALK Power of 0 and 1.
MATH TALK POWER EXTREMES.
MATH TALK POWER NUMBER 64 Set 1.
MATH TALK POWER NUMBER 27.
MATH TALK POWER NUMBER 36.
MATH TALK POWER NUMBER 25.
MATH TALK POWER NUMBER 64 Set 2.
MATH TALK POWER NUMBER 16.
Chapter 10: High-Leverage Practice 5: Metacognitive Strategies
SPANISH HIGH SCHOOL SPANISH V
Presentation transcript:

Active learning Collaboration Math Talk rospenda chapter 61

 Make sure:  they know the language of math  they understand the vocabulary  they are comprehending the questions  they are communicating rospenda chapter 62

 It’s all about thinking  Can they think logically?  Can they reason  Can they explain their thoughts rospenda chapter 63

 How did you get that?  What were you thinking?  How did you know?  Does this solution make sense? rospenda chapter 64

 Have them  draw pictures  keep a written math journal  self talk **Be aware of cultural factors, language rospenda chapter 65

 Remember having conversations?  Take a walk around the school  Have students report what they see  Have them represent it in numbers and not words rospenda chapter 66

 Think metacognitively  Comparisons  How else can you show rospenda chapter 67

 Go back to the POWER approach  Define, understand the PROBLEM  Own some solutions ( talk, collaborate)  Winning ideas, devise all the possibilities  Evaluate, carry out the plan  Reinforce the solution, with data rospenda chapter 68