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Differentiated Instruction
Using Singapore Math

                Yeap Ban Har
          Marshall Cavendish Institute
                   Singapore

            yeapbanhar@gmail.com

               Slides are available at
           www.banhar.blogspot.com




 www.facebook.com/MCISingapore
One Problem, Every Student:
Differentiated Instruction Using Singapore Math
(Grades 2 – 7)

A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute.
Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore
Math is designed to enable all learners to learn mathematics well. Understand how
Singapore Math is designed with adequate scaffold to enable struggling learners to
learn the subject well. At the same time, learn how to extend a task to engage
advanced learners while keeping the lesson accessible to the rest of the class.

Room 115-B (Convention Center)
introduction
 Land
                                  270 sq miles

                                People
                introduction      4.7 million

                                GDP per capita
                                  1965 USD510

                                  2010 USD43,300
                                          in current USD
Junyuan Secondary School,
Singapore
Experiencing
                                                                                                Singapore Math
 All major international tests (literacy, science and mathematics) between 1964
 and 2003 were placed on a common scale. Selected countries shown in the table.

      Score             1960-1970s                1980s                 1990s          2000s
       500                  Japan                Japan                  Japan         Japan
                                                 Korea                  Korea         Korea
                                               Hong Kong              Singapore     Hong Kong
                                                                      Hong Kong     Singapore
       400                Thailand            Singapore               Malaysia       Malaysia
                                               Thailand               Thailand       Thailand
                                            The Philippines
       300                                                          Indonesia       Indonesia
                                                                  The Philippines The Philippines
Reference: E. Hanusek, D. Jamison, E. Jamison & L. Woessmann (2008)
This       presentation
                            focuses on one of the
                            main     features    of
    singapore math          Singapore Math which
                            is based on the
                            philosophy of Teach
                            Less, Learn More and
                            Nurturing Every Child.
Junyuan Secondary School,
Singapore
One Problem, Every Student:
Differentiated Instruction Using Singapore Math

A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute.
Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore
Math is designed to enable all learners to learn mathematics well.
Understand how Singapore Math is designed with adequate scaffold to enable
struggling learners to learn the subject well. At the same time, learn how to extend a
task to engage advanced learners while keeping the lesson accessible to the rest of the
class.
One Problem, Every Student:
Differentiated Instruction Using Singapore Math

A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute.
Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore
Math is designed to enable     all learners to learn mathematics well.
                                       adequate scaffold
Understand how Singapore Math is designed with

to enable struggling learners to learn the
subject well. At the same time, learn how to extend a task to engage
advanced learners while keeping the lesson accessible to the rest of the class.
one
problem
example 
Addition within 100           Singapore Math is based on
                              the     idea   of    Spiral
Find the value of 68 – 6 .    Curriculum as explained by
                              Jerome Bruner.

Find the value of 85 – 60 .   “A    curriculum    as    it
                              develops should revisit this
                              basic ideas repeatedly,
Find the value of 65 – 23 .   building upon them until
                              the student has grasped
                              the full formal apparatus
Find the value of 54 – 9 .    that goes with them.”
Example 1 Grade 1 Addition



Find the value of 42 – 17 .









Example 1 Grade 1 Addition



Find the value of 42 – 17 .









Example 1 Grade 1 Addition



Find the value of 42 – 17 .









Example 1 Grade 1 Addition



Find the value of 42 – 17 .









Example 1 Grade 1 Addition



Find the value of 32 – 14 .




Anchor Green Primary School, Singapore
Example 1 Grade 1 Addition



Find the value of 32 – 14 .




Anchor Green Primary School, Singapore
Intellectual activity is anywhere and everywhere,
whether at the frontier of knowledge or in a third-
grade classroom
                                             Jerome Bruner



Mathematics is an excellent vehicle for the
development and improvement of a person’s
intellectual competencies …

                             Singapore Ministry of Education
CPA Approach is a main
                                         feature of Singapore Math.
                                         It is based on Jerome
                                         Bruner’s      theory    of
                                         representation.




Escuela Guetamala, Vina del Mar, Chile
example 
Example 2 Grade 4 Mixed Numbers
Recommended Lesson Structure


                 solving one problem
60 minutes

                 guided consolidation


                  independent work
example 
Calvin spent a third of his allowance on a gift and
a fourth of the remainder to buy a book. He then
had $36 left.

What was Calvin’s allowance before he bought
the gift and the book?
Calvin spent a third of his allowance on a gift and
a half of the remainder to buy a book. He then
had $36 left.

What was Calvin’s allowance before he bought
the gift and the book?
Calvin spent a third of his allowance on a gift and
a fifth of the remainder to buy a book. He then
had $36 left.

What was Calvin’s allowance before he bought
the gift and the book?
8 units = $36
                                              15 units = ?




                                               2 thirds  $45
                                               1 third  $45 2

                                               4 units = $36
                                               5 units = $45

Method 3                          Method 3
4 fifths of the remainder = $36   2 thirds of his allowance = $45
The remainder was $36 4 x 5 = $45 His allowance was
                                  $45 2 x 3 = $67.50 .
One Problem, Every Student:
Differentiated Instruction Using Singapore Math

A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute.
Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore
Math is designed to enable      all learners to learn mathematics well.
                          adequate scaffold
Understand how Singapore Math is designed with

to enable struggling learners to learn the
subject well.          extend a
                          At the same time, learn how to

task to engage advanced learners
while keeping the lesson accessible to the rest of the class.
Math Intervention
   at Middle School

               Yeap Ban Har

            Friday 2:30 – 3:30
       Room 118B Convention Center


              Slides are available at
          www.banhar.blogspot.com




www.facebook.com/MCISingapore

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NCTM Differentiated Instruction Using Singapore Math

  • 1. Differentiated Instruction Using Singapore Math Yeap Ban Har Marshall Cavendish Institute Singapore yeapbanhar@gmail.com Slides are available at www.banhar.blogspot.com www.facebook.com/MCISingapore
  • 2. One Problem, Every Student: Differentiated Instruction Using Singapore Math (Grades 2 – 7) A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute. Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore Math is designed to enable all learners to learn mathematics well. Understand how Singapore Math is designed with adequate scaffold to enable struggling learners to learn the subject well. At the same time, learn how to extend a task to engage advanced learners while keeping the lesson accessible to the rest of the class. Room 115-B (Convention Center)
  • 4.  Land  270 sq miles  People introduction  4.7 million  GDP per capita  1965 USD510  2010 USD43,300 in current USD Junyuan Secondary School, Singapore
  • 5. Experiencing Singapore Math All major international tests (literacy, science and mathematics) between 1964 and 2003 were placed on a common scale. Selected countries shown in the table. Score 1960-1970s 1980s 1990s 2000s 500 Japan Japan Japan Japan Korea Korea Korea Hong Kong Singapore Hong Kong Hong Kong Singapore 400 Thailand Singapore Malaysia Malaysia Thailand Thailand Thailand The Philippines 300 Indonesia Indonesia The Philippines The Philippines Reference: E. Hanusek, D. Jamison, E. Jamison & L. Woessmann (2008)
  • 6. This presentation focuses on one of the main features of singapore math Singapore Math which is based on the philosophy of Teach Less, Learn More and Nurturing Every Child. Junyuan Secondary School, Singapore
  • 7. One Problem, Every Student: Differentiated Instruction Using Singapore Math A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute. Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore Math is designed to enable all learners to learn mathematics well. Understand how Singapore Math is designed with adequate scaffold to enable struggling learners to learn the subject well. At the same time, learn how to extend a task to engage advanced learners while keeping the lesson accessible to the rest of the class.
  • 8. One Problem, Every Student: Differentiated Instruction Using Singapore Math A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute. Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore Math is designed to enable all learners to learn mathematics well. adequate scaffold Understand how Singapore Math is designed with to enable struggling learners to learn the subject well. At the same time, learn how to extend a task to engage advanced learners while keeping the lesson accessible to the rest of the class.
  • 11. Addition within 100 Singapore Math is based on the idea of Spiral Find the value of 68 – 6 . Curriculum as explained by Jerome Bruner. Find the value of 85 – 60 . “A curriculum as it develops should revisit this basic ideas repeatedly, Find the value of 65 – 23 . building upon them until the student has grasped the full formal apparatus Find the value of 54 – 9 . that goes with them.”
  • 12. Example 1 Grade 1 Addition Find the value of 42 – 17 .  
  • 13. Example 1 Grade 1 Addition Find the value of 42 – 17 .  
  • 14. Example 1 Grade 1 Addition Find the value of 42 – 17 .  
  • 15. Example 1 Grade 1 Addition Find the value of 42 – 17 .  
  • 16. Example 1 Grade 1 Addition Find the value of 32 – 14 . Anchor Green Primary School, Singapore
  • 17. Example 1 Grade 1 Addition Find the value of 32 – 14 . Anchor Green Primary School, Singapore
  • 18. Intellectual activity is anywhere and everywhere, whether at the frontier of knowledge or in a third- grade classroom Jerome Bruner Mathematics is an excellent vehicle for the development and improvement of a person’s intellectual competencies … Singapore Ministry of Education
  • 19. CPA Approach is a main feature of Singapore Math. It is based on Jerome Bruner’s theory of representation. Escuela Guetamala, Vina del Mar, Chile
  • 21. Example 2 Grade 4 Mixed Numbers
  • 22.
  • 23. Recommended Lesson Structure solving one problem 60 minutes guided consolidation independent work
  • 25. Calvin spent a third of his allowance on a gift and a fourth of the remainder to buy a book. He then had $36 left. What was Calvin’s allowance before he bought the gift and the book?
  • 26. Calvin spent a third of his allowance on a gift and a half of the remainder to buy a book. He then had $36 left. What was Calvin’s allowance before he bought the gift and the book?
  • 27. Calvin spent a third of his allowance on a gift and a fifth of the remainder to buy a book. He then had $36 left. What was Calvin’s allowance before he bought the gift and the book?
  • 28. 8 units = $36 15 units = ? 2 thirds  $45 1 third  $45 2 4 units = $36 5 units = $45 Method 3 Method 3 4 fifths of the remainder = $36 2 thirds of his allowance = $45 The remainder was $36 4 x 5 = $45 His allowance was $45 2 x 3 = $67.50 .
  • 29. One Problem, Every Student: Differentiated Instruction Using Singapore Math A workshop presented by Dr. Yeap Ban Har, Principal of Marshall Cavendish Institute. Learn to differentiate a task to cater to a mixed-ability class. Find out how Singapore Math is designed to enable all learners to learn mathematics well. adequate scaffold Understand how Singapore Math is designed with to enable struggling learners to learn the subject well. extend a At the same time, learn how to task to engage advanced learners while keeping the lesson accessible to the rest of the class.
  • 30.
  • 31. Math Intervention at Middle School Yeap Ban Har Friday 2:30 – 3:30 Room 118B Convention Center Slides are available at www.banhar.blogspot.com www.facebook.com/MCISingapore