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Mathematics –  high challenge with high support A focus on shape and geometry
High Support ,[object Object],[object Object],Irregular hexagonal prism Research says:  If it is tested, its important! perpendicular height
High Support ,[object Object],[object Object],This is very important in geometry, because theorems  are always abbreviated.
High Support ,[object Object],[object Object],x o 50 o Solution: x o  + 50 o  =  90 o  (a right angle is  90 o .)  x o   =  90 o     50 o x o  =  40 o Teacher:  What is the answer? Student:  The answer is  40 0 . Teacher:  How  did you get  40 o ? Teacher:  Why did you subtract  50 o   from  90 o ? Student:  I  subtracted   50 o   from   90 o . Student:  Because  a right angle is  90 o .
High Support ,[object Object],True or false:  The  opposite sides of a trapezium are equal.  Click here for more on articles. meet at right angles. each other. its angles. bisect equal. parallel. perpendicular. are of a rhombus diagonals opposite sides opposite angles adjacent sides The Emphasise:  ‘The’ means ‘all’.
High Support ,[object Object],The ‘little’ words often get missed. between From………. to 4
Vocabulary is only about 40% of the problem, so… … how can we improve  reading and writing outcomes? Maths
High support – high challenge ,[object Object],Note:  The most important adjective is always next to the noun. When students are ready, introduce complex sentences. and…… but……
High support – high challenge ,[object Object],A triangular prism,  which is a solid shape , has two congruent triangular faces and three different rectangular faces. Modelled description: The triangular faces have a base length of 3 cm and perpendicular heights of 4 cm.  The height of the prism is 6 cm. Draw the diagram and write these measurements in the correct place on your prism. 3 cm 4 cm 6 cm
High support – high challenge Writing in a detailed descriptive way usually helps the ability to read for detail.   eg  cloze,  dictaglos,  matching activities,  barrier games,…etc Use any ESL strategies suitable for your class,
High  support  – high challenge ,[object Object],Mathematical descriptions usually shrink into one paragraph!
High support – high challenge ,[object Object],Writing reinforces reading, and thus, we hope, understanding. The next sentence(s) give extremely accurate detail. = Subsequent paragraphs First sentence = First paragraph In maths: -> In English:
High support – high challenge ,[object Object]
High support – high challenge OR
High support – high challenge ,[object Object],References are quite detailed in maths.
High support – high challenge ,[object Object],Difficult Plurals axis  axes vertex  vertices half  halves
High support – high challenge ,[object Object],[object Object],Ellipsis
High support – high challenge x o  +  50 o   = 180 o  (coint   ’s,  AB//CD ) x o   = 180 o     50 o x o   =   140 o Solution: … ..because cointerior angles are supplementary in  parallel lines,  AB  and  CD . ->  (cointerior angles are supplementary,  AB   //   CD .) ->  (cointerior angles,  AB   //   CD .) ->  (coint.   ’s,  AB   // CD .) x o  +  50 o   = 180 o  …. Example:   Calculate  x o , giving reasons. There are no BOS standard abbreviations! 50 o x o • • • • A B C D is parallel to
High support – high challenge ,[object Object],Because opposite angles of a  parallelogram are equal.
High support – high challenge ,[object Object],A few rules first: •  If you feel like drawing a picture then  draw it  and make it  part of your explanation. •  If you feel like writing some mathematics, then  write it . •  When asked to explain why something is not true,  always end with a statement about  what is true .  Explanations can have just maths, just English or both.  The rules just make it easier for students.
High support – high challenge ,[object Object],Example:   Explain why a cylinder is not a prism. A cylinder is not a prism _______ it has a ______  base and  a ______ surface.  Prisms have a ________ base and  _________ side faces. because circular curved polygonal rectangular curved  surface circular  base
High support – high challenge ,[object Object],2 = 2…..yesterday, today and forever! ,[object Object],Past tense  is mostly used in: •  graphs . •  probability  •  consumer arithmetic •  discussion Graphs use past data.
[object Object],[object Object],Mathematical warning
My students can read and respond reasonably well so…. How can I use this talent  to improve mathematics?
To improve mathematics ,[object Object]
To improve mathematics ,[object Object],arc size near
To improve mathematics Student’s ‘ draft ’ thinking What is assessed! next reasoning
Literacy demands of mathematics ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],information reports.
Cultural interference ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Mathematics –  high challenge with high support A focus on shape and geometry
Articles are not so easy 5 4  = ‘5 to  the  power  of 4 ’ Question:  Express 625 as  a  power  of 5 . Answer: 4 5 ?  5 4 ?  625 5 ?  625 4 ? 5 0 , 5 1 , 5 2 , 5 3 , 5 4 Here are the powers of 5 Now students must choose  one out of many . Example 1:
Articles – not so easy Write true or false:  2 and 3 are factors of 6. :  2 and 3 are the factors of 6. Write a factor of 20. Many technical words in maths have different meanings outside of maths. Click here to return to main slide show.
Mathematics –  high challenge with high support A focus on shape and geometry

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IEC Conference 2011 - Literacy/Maths/High Challenge-High Support

  • 1. Mathematics – high challenge with high support A focus on shape and geometry
  • 2.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7. Vocabulary is only about 40% of the problem, so… … how can we improve reading and writing outcomes? Maths
  • 8.
  • 9.
  • 10. High support – high challenge Writing in a detailed descriptive way usually helps the ability to read for detail. eg cloze, dictaglos, matching activities, barrier games,…etc Use any ESL strategies suitable for your class,
  • 11.
  • 12.
  • 13.
  • 14. High support – high challenge OR
  • 15.
  • 16.
  • 17.
  • 18. High support – high challenge x o + 50 o = 180 o (coint  ’s, AB//CD ) x o = 180 o  50 o x o = 140 o Solution: … ..because cointerior angles are supplementary in parallel lines, AB and CD . -> (cointerior angles are supplementary, AB // CD .) -> (cointerior angles, AB // CD .) -> (coint.  ’s, AB // CD .) x o + 50 o = 180 o …. Example: Calculate x o , giving reasons. There are no BOS standard abbreviations! 50 o x o • • • • A B C D is parallel to
  • 19.
  • 20.
  • 21.
  • 22.
  • 23.
  • 24. My students can read and respond reasonably well so…. How can I use this talent to improve mathematics?
  • 25.
  • 26.
  • 27. To improve mathematics Student’s ‘ draft ’ thinking What is assessed! next reasoning
  • 28.
  • 29.
  • 30. Mathematics – high challenge with high support A focus on shape and geometry
  • 31. Articles are not so easy 5 4 = ‘5 to the power of 4 ’ Question: Express 625 as a power of 5 . Answer: 4 5 ? 5 4 ? 625 5 ? 625 4 ? 5 0 , 5 1 , 5 2 , 5 3 , 5 4 Here are the powers of 5 Now students must choose one out of many . Example 1:
  • 32. Articles – not so easy Write true or false: 2 and 3 are factors of 6. : 2 and 3 are the factors of 6. Write a factor of 20. Many technical words in maths have different meanings outside of maths. Click here to return to main slide show.
  • 33. Mathematics – high challenge with high support A focus on shape and geometry