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Instructional strategies for Math
quote
Math is right up there with snakes,
public speaking, and heights. Burns, M. (1998)



Problems with computation or problem-solving?
What if they have language-based processing difficulty?
goals
                                            nctm
what else?



Becoming mathematical problem solvers
Learning to value mathematics
Learning to reason mathematically
Becoming confident in their ability to do mathematics
Learning to communicate mathematically
principles
   nctm guiding
equity*
curriculum
effective teaching
learning
assessment
primacy of technology
emphasis
attention
communication disorders   conceptual
memory
organizational skills
processing difficulties
poor self esteem
a)   figure it out
b)   show me
c)   explain
math interventions
manipulatives
explicit instruction
computer-assisted instruction
meta-cognitive strategies
 self-monitoring
 self-instruction
manipulatives
    research on
improved attitude toward math
meaningful notational system
increase concept development
increase math achievement




better than not using them
long-term use – best !
problems with manipulatives
teacher trust
class limitations: schedule
dominance of text lessons
trust self over manipulative



Study:
secondary use: 1ce monthly
elementary: daily
csa
                                        use of
concrete
                        csa related to metacognition
  semi-concrete
       abstract
concrete
  intro with concrete objects
semi-concrete
  pictorial representation of concept

abstract
  use of numeric instead of pictorial
S.T.A.R.
Search the word problem
Translate to equation in picture form
Answer the problem
Review the solution
S.T.A.R.
search
read carefully

self-regulated thinking (questioning)

write down the facts
S.T.A.R.
translate
represent the problem (concrete application)

draw picture of representation (semi-concrete)

algebraic expression (abstract)

identify the operations

students choose a variable for the unknown
S.T.A.R.
answer
use rules to add/subtract + & - numbers

use rules of solving simple questions
use the appropriate operations (+-x / )
S.T.A.R.
review
check the answer
check the reasonableness of the answer
reread the problem
self instruction
  metacognitive strategies
examples

cue cards – to ask themselves
structured worksheet: organization
questions: to serve as prompts
self instruction
        metacognitive strategies

general guidelines
support from structured worksheets

advance or graphic organizers

support from strategy instruction

re-read information for clarity


research: straight to solve the problem

                                    diagram representation of the problems before solving them
instruction
            computer aided

programs help with remediation/instruction
visual demonstration
games
spreadsheets



http://xrl.us/MathGames
instruction
            explicit
start with prior knowledge
model problem and think aloud
prompt students ~ assistance
feedback
                                                corrective
patterns or evidence of strategy

meet individually / small group

positive statements !!

specify error patterns

show how to complete with strategy

opportunity on similar prob (guided practice)


end on positive comment
recommendations
simplify

Guided->independent practice
physical and pictorial model

think aloud strategies

Allotted time
relate to real life

let students practice !
Math For Students With Exceptionalities

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Math For Students With Exceptionalities

  • 2. quote Math is right up there with snakes, public speaking, and heights. Burns, M. (1998) Problems with computation or problem-solving? What if they have language-based processing difficulty?
  • 3. goals nctm what else? Becoming mathematical problem solvers Learning to value mathematics Learning to reason mathematically Becoming confident in their ability to do mathematics Learning to communicate mathematically
  • 4. principles nctm guiding equity* curriculum effective teaching learning assessment primacy of technology
  • 5. emphasis attention communication disorders conceptual memory organizational skills processing difficulties poor self esteem a) figure it out b) show me c) explain
  • 6. math interventions manipulatives explicit instruction computer-assisted instruction meta-cognitive strategies self-monitoring self-instruction
  • 7. manipulatives research on improved attitude toward math meaningful notational system increase concept development increase math achievement better than not using them long-term use – best !
  • 8. problems with manipulatives teacher trust class limitations: schedule dominance of text lessons trust self over manipulative Study: secondary use: 1ce monthly elementary: daily
  • 9. csa use of concrete csa related to metacognition semi-concrete abstract concrete intro with concrete objects semi-concrete pictorial representation of concept abstract use of numeric instead of pictorial
  • 10. S.T.A.R. Search the word problem Translate to equation in picture form Answer the problem Review the solution
  • 11. S.T.A.R. search read carefully self-regulated thinking (questioning) write down the facts
  • 12. S.T.A.R. translate represent the problem (concrete application) draw picture of representation (semi-concrete) algebraic expression (abstract) identify the operations students choose a variable for the unknown
  • 13. S.T.A.R. answer use rules to add/subtract + & - numbers use rules of solving simple questions use the appropriate operations (+-x / )
  • 14. S.T.A.R. review check the answer check the reasonableness of the answer reread the problem
  • 15. self instruction metacognitive strategies examples cue cards – to ask themselves structured worksheet: organization questions: to serve as prompts
  • 16. self instruction metacognitive strategies general guidelines support from structured worksheets advance or graphic organizers support from strategy instruction re-read information for clarity research: straight to solve the problem diagram representation of the problems before solving them
  • 17. instruction computer aided programs help with remediation/instruction visual demonstration games spreadsheets http://xrl.us/MathGames
  • 18. instruction explicit start with prior knowledge model problem and think aloud prompt students ~ assistance
  • 19. feedback corrective patterns or evidence of strategy meet individually / small group positive statements !! specify error patterns show how to complete with strategy opportunity on similar prob (guided practice) end on positive comment
  • 20. recommendations simplify Guided->independent practice physical and pictorial model think aloud strategies Allotted time relate to real life let students practice !