Literacy
Strategies
in Maths
Understanding the language of mathematics
     is a critical part of mathematical sense
                                     making.




                                            2
What does “2” mean in each
             example?
•   2
•   To
•   Too
•   Two
•   24
•   ½
•   102
    9
      1

•     2




                                  3
Add

   or (in
probability)          total

               +
 and                  sum

               plus
Vocabulary Development

Three categories of terms:

1. SAME: Words that have the same
   meaning in “Maths” as in “Everyday
   English”

   dollars, cents



                                        5
Vocabulary Development


Three categories of terms:
2. ONLY MATH: Words that have meaning
   only in “Maths.”

   numerator, isosceles




                                        6
Vocabulary Development

Three categories of terms:
3. DIFFERENT: Words that have different
   meanings in “Maths” and in “Everyday
   English.”

   table, right



                                          7
Strategies for
    Developing
    Maths Vocabulary
•   Concept Sorts
•   Graphic Organizer
•   Definition Cards
•   Prefixes/ Suffixes
•   Double Meaning
•   Acronyms
•   Completing an argument
•   Cloze Passages
•   Unjumble Sentences
•   Celebrity Heads
Examples
 Angle   Complex      Irrational    Mode       Plane

 Base     Degree        Kite         Net       Power

 Chord   Difference    Mean        Obtuse      Prime

Common      Fair      Median       Pentagon   Quarters

 Right    Regular       Real       Rational    Range

 Root      Scale        Sign        Similar    Slope
Examples
Definition: A           Examples              Non- Examples
    Angle     Complex Examples
                         Irrational    Mode     Plane
                                         Non-Examples
polygon is a
closed plane
    Base       Degree       Kite        Net         Power
figure bounded
by three or
    Chord    Difference    Mean       Obtuse         Prime
more line
segments.
  Common        Fair      Median      Pentagon     Quarters

    Right     Regular       Real      Rational      Range

    Root        Scale       Sign       Similar       Slope
Acronyms

        • Examples:

      • Trigonometry
      • SOH CAH TOA

         • Bearings
• Never, Eat, Soggy, Weetbix
Completing the Argument
• Donna wanted to buy a car stereo for $1500. Her
  bank offered her loan at a flat interest rate of
  12% p.a. to be repaid in fortnightly instalments
  over 2 years. The bank charges were stamp duty
  of $7.50, loan insurance of $8.50 and an
  establishment fee of $12. If Donna included the
  bank charges in the amount she borrowed, find:
• The total amount to repay
• The fortnightly repayment
FLOWCHART FOR PROBLEM SOLVING
                  Read




                Re-read




           Underline Key Terms



          Decide what operation
          and/or formula to use



                  Solve
Writing/ Comprehension in
              Mathematics
• Students are given the numerical sentence
  and then derive the meaning of the sentence
  and then write the problem
EG:      3+ 5
           2
• Students are given a problem to solve and
  then write an explanation using sentences of
  how they solved it
LITERACY IN MATHS
• Literacy in maths is meant to provide practice
  in essential reading, comprehending and
  writing, while facilitating an understanding of
  Mathematics through an increased literacy in
  its vocabulary.

Maths & Literacy

  • 1.
  • 2.
    Understanding the languageof mathematics is a critical part of mathematical sense making. 2
  • 3.
    What does “2”mean in each example? • 2 • To • Too • Two • 24 • ½ • 102 9 1 • 2 3
  • 4.
    Add or (in probability) total + and sum plus
  • 5.
    Vocabulary Development Three categoriesof terms: 1. SAME: Words that have the same meaning in “Maths” as in “Everyday English” dollars, cents 5
  • 6.
    Vocabulary Development Three categoriesof terms: 2. ONLY MATH: Words that have meaning only in “Maths.” numerator, isosceles 6
  • 7.
    Vocabulary Development Three categoriesof terms: 3. DIFFERENT: Words that have different meanings in “Maths” and in “Everyday English.” table, right 7
  • 9.
    Strategies for Developing Maths Vocabulary • Concept Sorts • Graphic Organizer • Definition Cards • Prefixes/ Suffixes • Double Meaning • Acronyms • Completing an argument • Cloze Passages • Unjumble Sentences • Celebrity Heads
  • 10.
    Examples Angle Complex Irrational Mode Plane Base Degree Kite Net Power Chord Difference Mean Obtuse Prime Common Fair Median Pentagon Quarters Right Regular Real Rational Range Root Scale Sign Similar Slope
  • 11.
    Examples Definition: A Examples Non- Examples Angle Complex Examples Irrational Mode Plane Non-Examples polygon is a closed plane Base Degree Kite Net Power figure bounded by three or Chord Difference Mean Obtuse Prime more line segments. Common Fair Median Pentagon Quarters Right Regular Real Rational Range Root Scale Sign Similar Slope
  • 14.
    Acronyms • Examples: • Trigonometry • SOH CAH TOA • Bearings • Never, Eat, Soggy, Weetbix
  • 15.
  • 16.
    • Donna wantedto buy a car stereo for $1500. Her bank offered her loan at a flat interest rate of 12% p.a. to be repaid in fortnightly instalments over 2 years. The bank charges were stamp duty of $7.50, loan insurance of $8.50 and an establishment fee of $12. If Donna included the bank charges in the amount she borrowed, find: • The total amount to repay • The fortnightly repayment
  • 17.
    FLOWCHART FOR PROBLEMSOLVING Read Re-read Underline Key Terms Decide what operation and/or formula to use Solve
  • 18.
    Writing/ Comprehension in Mathematics • Students are given the numerical sentence and then derive the meaning of the sentence and then write the problem EG: 3+ 5 2 • Students are given a problem to solve and then write an explanation using sentences of how they solved it
  • 19.
    LITERACY IN MATHS •Literacy in maths is meant to provide practice in essential reading, comprehending and writing, while facilitating an understanding of Mathematics through an increased literacy in its vocabulary.