Sessions from the Summer Math Conference
Keynote Speaker
- Claran Einfeldt
Claran
Einfeldt is the President and Founder of C
Math 2. She has been involved in mathematics
education in Illinois for over 33 years.
Claran is an international consultant that
has been providing professional development
to teachers for over 25 years. Her
experience includes international work for
the Department of Defense and national
consulting for the Bureau of Educational
Research.
Opening Keynote - What
Would You Dream for if You Knew You Couldn’t
Fail?
A classroom where students love learning
math and teachers love teaching math is
possible!!
Closing Keynote -
Achieving the Dream
Your dream classroom up and running is a
possibility!!
Senses on Geometry (Dean Berkas)
Aristotle said, “There is nothing in the
intellect that was not first in the senses.”
Experience manipulative-based activities
that develop geometry concepts using the
senses.
Statistics for the Ages (Dean Berkas)
Experience statistics activities and
projects specifically designed for the
middle level learner. Interest in data
creates interest in mathematics.
Calculator for Learning Mathematics - Experience
the Excitement! (Nancy Berkas)
Experience how the calculator can be used to
engage students, enhance their learning, and
become an integral component of classroom
instructional strategies.
Teaching Algebra with Manipulatives (Nancy
Berkas)
Algebra is known as the “gatekeeper” of
advanced mathematics. Manipulatives, when
used appropriately, offer the students a key
to unlocking that gate. Experience the
unlocking for yourself!
Developing Algebraic Reasoning (Linda Hackett)
Taking students from number sense to
algebraic reasoning through problem solving
will be the focus of this session.
Participants will explore how to engage
students in the transition process.
Linking Mathematics and Literature in a
Meaningful Way (Linda Hackett)
Explore the potential of using children’s
literature to teach mathematics and learn
effective ways of unleashing that potential
in the classroom. Whether introducing a
mathematical concept or facilitating an
extended investigation, children’s
literature offers an engaging link between
mathematics and the world of children.
Click here for handouts -
6-8 Literature,
Literature books
Words Matter in Math (Mary Hendrickson)
Mathematical understanding hinges on being
able to communicate and make connections. We
will look at ways to help students develop a
working math vocabulary and connect
mathematical words to their lives. Click
here for handouts -
Word Wall Works,
Reflection Journal
Deal or No Deal? (Mary Hendrickson)
Games are a great way for students to
investigate mathematical concepts and build
skills. Come and open your suitcase of
winning ideas! Click here for handouts
-
Universal Games,
Two Dice Game,
Reflection Journal
Making Probability Real with Simulations (Tom
Mulchinski)
Simulations allow students to study
interesting realistic situations that bring
to life important probability ideas. In this
session, we will engage in several
simulation activities that help develop
students’ understandings of simple and
not-so-simple probability concepts as well
as address common misconceptions students
may hold about probabilistic situations.
The Illuminations Website - A Resource for
Teaching Mathematics (Tom Mulchinski)
The National Council of Teachers of
Mathematics Illuminations website is an
outstanding resource that provides a wealth
of activities for teachers to use with
students, whether they need remediation or
enrichment. We will explore the various
features of the website as well as work with
several of the activities in depth so as to
develop a sense of how the site can best be
used.
Five Instructional Practices that Work: Choose
One! (Sharon Stenglein)
This session will allow participants to
learn about the most effective instructional
strategies. Participants will leave
ready to implement any of the strategies.
The Art and Science of Good Questioning (Sharon
Stenglein)
This interactive session will allow
participants to learn about using effective
questioning strategies in the classroom.
Better questions yield higher order
thinking, communication, and learning.
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