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Showing posts with label math coach. Show all posts
Showing posts with label math coach. Show all posts

Thursday, June 2, 2011

Diagnosing Teachers’ Needs

As an Instruction Math Coach, I am considering the themes of math instruction with my cohort of teachers.



  • Content knowledge
    • Understanding network of connections
  • Disposition towards mathematics
    • Personal feelings about math
  • Pedagogical content knowledge
    • Developing and maintaining learning communities
    • Knowing how to “unpack” big math ideas
  • Underlying beliefs about learning
    • Teaching styles
    • Learning styles
  • Interpreting student thinking
    • What do students know and how do they show it?
    • What are misconceptions, partial knowledge and common confusions
  • Assessing prior knowledge
    • What might we assume students already know and how can they access this?
  • Habits of planning
    • Lesson planning and long term planning: when and how detailed
  • Engagement with curriculum material
    • What is role of core curriculum vs. standards based instruction?

Math Coach's Observation Protocol

Today I begin a new phase as Math Instructional Coach.


This is an observation protocol I am working on:




What is the evidence that important mathematics is at the core of the lesson?
    • Teacher has clear summary of lesson
    • Teacher can respond to unexpected student questions
    • Discern between important math concepts and tangential ones
What is the nature of the interactions between teacher and students and amongst the students themselves?
    • Confident
    • Respectful
    • Who is talking the most?
    • Teacher asks probing questions
    • Time to think
How are visual aids and models used to facilitate student understanding?
    • Whiteboard/overhead/ELMO
    • Sketches/diagrams
    • Posters
How does the grouping strategy address individual student needs?
    • Whole group, individual, partners, small groups
    • Which children work together
Does the lesson pose an appropriate range of challenge for every student?
    • Accessibility of the problems?
    • Extensions?
How is the management style conducive to develop a learning community?
    • Behavior management offers opportunities for student reflection?
    • Behavior expectations and consequences are explicit?
    • Teacher decisions leads to student autonomy?
How does room arrangement and placement of supplies help the learning goals?
    • Conducive to student collaboration
    • Private spaces for students to work independently
    • Neat and organized classroom
    • Student access to supplies and manipulatives

Tuesday, May 24, 2011

Math Anxiety: Real or Imagined (and does it matter if it is one or the other?)

In his foreword to Skemp’s The Psychology of Learning Mathematics, Foss stated that
mathematics is a curious subject, psychologically. It seems to divide people into two camps…there are those who can do mathematics and there are those who cannot, or who think they cannot, and who "block" at the first drop of a symbol. (cited in Skemp, 1971, p.9)


Math Anxiety is a topic that interests me. I am not 100% convinced it is a true anxiety. I am also not a psychologist qualified to say what is and what is not an anxiety. The term "math anxiety" is often used lightly and quickly adopted by people who find adversity in the math classroom (and outside it as well). What is not clear to me is whether this is a domain specific anxiety. For example, could there not be a reading anxiety, a science anxiety, or a writing anxiety? Is there really anxiety in play, or is there some sort of learned helplessness and negative feedback loops?


These are on my thoughts as I investigate math anxiety and the elementary teacher for my new math coaching job next year.

Wednesday, May 18, 2011

Math Instructional Coach: Questions and Answers

Carolyn Felux answered the following question about working with a math coach.
Q. My district has begun using a math coach model, and now I have a full-time math coach in my building. What should I expect the math coach to do, and how should I work with, and support, her?
A. Having a math coach at your school is an excellent way to support teachers and explore best practices for improved math instruction. While the role of a math coach may vary at both the district and the school level, the common thread of a clearly defined partnership between principals and coaches is the cornerstone for successful classroom coaching.
As with any new relationship, the best way to begin is to learn as much as you can about each other. Share information about your respective backgrounds, beliefs, and experiences with teaching and learning math. Here are some suggestions for teaming up with your new math coach:
Establish a relationship.
  • Arrange informal discussions in which you can exchange your philosophies about, and approaches to, instruction. It’s important that the two of you share a similar vision about what happens in classrooms, how teachers are expected to prepare lessons, and how they are expected to actively facilitate instruction.
  • Give your coach a thorough history about the school, the teachers, the curriculum, and the types of support that are already in place. 
  • Go on a walk-through together, and use this as a context to identify strengths and weaknesses in teaching practice.
  • Discuss your plans for implementing curriculum by reviewing the school’s educational plan together. Talk about the math curriculum that is currently in place, and ask for input on its ability to provide effective direction for instruction, schoolwide.
Devise a way to learn together.
Your math coach will soon become your eyes and ears in the classroom, helping you understand more fully the requirements to address your standards and the strategies that will best support instructional improvement at your school. Likewise, she will be learning how to model best teaching practices and assess instruction. Take this time in the beginning to map out a plan for learning collaboratively. Here are some suggestions: 
  • Observe a classroom together that is working exceptionally well. Afterward, ask your coach to share her perceptions: What aspects of good teaching stood out? What makes this class successful? Use her perspective as a lens through which to better understand math instruction.
  • Set regular meetings and come prepared with questions; for example, What do you see in the school that’s going well and why do you think it’s working? What ongoing issues need attention? What progress are we making on identified goals? How can I help?
  • Attend inservice events that focus on teaching and learning math. Use the experience as a platform to learn more about each other’s views and as a context to talk about math instruction in your school.
  • Read a common article, book, or both. Math: Facing an American Phobia is an accessible book to begin with. Leading the Way, a collection of stories written by administrators, gives food for thought about creating and implementing a plan for systemic change.
Together, create a vision for the role and begin to make it real.
The most important role of the math coach is to support the instructional program. That’s best accomplished with direct and ongoing work with teachers and in classrooms. As you and your coach embark upon a partnership, keep the following in mind:
  • Begin small and with a focus. Work with your coach to determine where to begin—focus on a grade level or two. Determine which teachers are eager for instructional support in mathematics.
  • Early in the year, accompany your math coach to grade-level meetings to explore ways teachers can strengthen their mathematics instruction. Use these visits as an opportunity to communicate to faculty the kind of support they can expect to receive from their math coach. Explain that the math coach will be:
    • Meeting with them to collaboratively plan instruction
    • Supporting their need to learn more mathematics
    • Modeling instructional strategies as a context for conversation and discourse
    • Observing and reflecting upon their instruction
    • Helping them link assessment and instruction in order to strengthen student learning
  • Protect your coach’s instructional focus and responsibility. With so much to do, it is easy to see the coach as an extra pair of hands. But don’t—instead, encourage your coach to concentrate on classroom work, supporting instruction.
Set expectations for working as a team.
Early on in the relationship, it is imperative that you clearly define the role of your math coach and that you demonstrate your full support of her position. Communicate your expectations and keep her informed as they evolve. 
  • Keep track of her goals and progress. Ask your coach to come to your meetings prepared by charting the course of her work—complete with agendas, action plans, and ongoing assessments of progress and results. Remember to celebrate achievements!
  • Rely on your math coach as a resource. Allow your coach to be your go-to and support person. Your math coach will play a crucial role in helping you broaden your understanding of math learning and the mathematics instructional program provided in your school.
As the coach executes the plan you built together, you will gain access to information that will help you as an instructional leader and provide insight into how to facilitate your teachers’ professional development.
Encourage your coach to survey teachers to gather information that will help determine needs and how to address them. Here are a couple of ways she might begin:
    • Conduct an informal meeting with teachers to discuss concerns about the curriculum and instructional resources. Elicit ideas for how you and the coach can offer support.
    • Work with teachers to correlate any new curriculum materials with your mathematics content and process standards. Find out if the two align or if gaps exist that need filling.
  • Be receptive. The math coach is intent on improving instruction and will advocate on behalf of the teachers. Keep an open mind when requests—time for staff development, lesson demonstrations, grade-level planning—arise.