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Teaching Graphing Systems of
Equations to Special Needs
Students
Tutorial and Summary
AET 545
Canillia Robertson
Carrie Lewis
Systems of Equations
• Solving Systems can be
challenging for students whom
lack the foundational skills of Algebra.
Goal
• Provide tips for teachers to use while teaching
graphing systems
• Plan for student’s misconceptions
Basic Graphing
Knowledge
• Students should easily identify the slope and
y-intercept of an equation.
y = 2x – 7
where the y-intercept is -7
and the slope is 2
FYI
Students forget to start on
the y-axis
Learning by Notetaking
Special education students learn best by taking notes
that can be beneficial .
Have students write
1. the starting point for each equation
2. and the slope.
How can your students
benefit from notetaking?
Use of Directional Arrows
RISE
RUN
• The slope of a line is directional.
These arrows help students
remember what direction to go.
negative #
negative #
positive #
positive #
Remember Each
Graph Has 2
Lines
Almost every student becomes confused when identifying
the point of intersection between the two graphs.
Start with the point
of intersection
Follow the grid
straight down to the x -axis
this is your “x”
Follow the grid
straight across to the y -axis
this is your “y”
(-2, 2)
Let’s Recap
How will you assess that
students can correctly
identify the slope?
Why will students not
understand how to graph
a slope that is not a
fraction?
It must be reiterated that the slope of a
whole number is always over 1
Think of some
misconceptions that
students will have in
graphing?
Summary
• Special Education students find graphing extremely
hard.
• Student’s often give up on trying to graph because
they find it too complicated.
• Given these tips some of the frustration will be
alleviated and will provide a feeling of
accomplishment.

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Teaching graphing systems of equations to special needs

  • 1. Teaching Graphing Systems of Equations to Special Needs Students Tutorial and Summary AET 545 Canillia Robertson Carrie Lewis
  • 2. Systems of Equations • Solving Systems can be challenging for students whom lack the foundational skills of Algebra.
  • 3. Goal • Provide tips for teachers to use while teaching graphing systems • Plan for student’s misconceptions
  • 4. Basic Graphing Knowledge • Students should easily identify the slope and y-intercept of an equation. y = 2x – 7 where the y-intercept is -7 and the slope is 2
  • 5. FYI Students forget to start on the y-axis
  • 6. Learning by Notetaking Special education students learn best by taking notes that can be beneficial . Have students write 1. the starting point for each equation 2. and the slope.
  • 7. How can your students benefit from notetaking?
  • 8. Use of Directional Arrows RISE RUN • The slope of a line is directional. These arrows help students remember what direction to go. negative # negative # positive # positive #
  • 10. Almost every student becomes confused when identifying the point of intersection between the two graphs. Start with the point of intersection Follow the grid straight down to the x -axis this is your “x” Follow the grid straight across to the y -axis this is your “y” (-2, 2)
  • 12. How will you assess that students can correctly identify the slope?
  • 13. Why will students not understand how to graph a slope that is not a fraction? It must be reiterated that the slope of a whole number is always over 1
  • 14. Think of some misconceptions that students will have in graphing?
  • 15. Summary • Special Education students find graphing extremely hard. • Student’s often give up on trying to graph because they find it too complicated. • Given these tips some of the frustration will be alleviated and will provide a feeling of accomplishment.