uwo official.gif (4574 bytes)

RBOWHORLINE.GIF (2424 bytes)

Module 2 Strand F1

RBOWHORLINE.GIF (2424 bytes)

purple-ball.gif (326 bytes)Module 1   purple-ball.gif (326 bytes)Module 3     purple-ball.gif (326 bytes)Overview Map     purple-ball.gif (326 bytes)Caucus   purple-ball.gif (326 bytes)Home

Module 2 Strand F1
Math and Characteristics of LD
igeom1b.gif (428 bytes)

Reading Assignment: Bender text, Chapter 7

  • Little known about math achievement deficits among LD students
  • Language abilities essential in mathematics
  • Viewed as knowledge of an alternative language form
  • Spatial abilities in math -  ability to view objects from different perspectives and hold mental images of designs in short term memory) impact on math achievement
  •  

Memory and Practice Strategies

Interest Boxes 7.3 & 7.4 (Bender text pp. 199-200)

Consider in relation to the cognitive strategies discussed previously. Discuss further in  Caucus as M2SF1.

  • Current practices in the identification process may not identify those students with LD in math who do not demonstrate a disability in reading.

Assessment Tools:

  • Brigance Inventories - excellent diagnostic-prescriptive tools; objectives can be easily incorporated into IEPs
  • KeyMath Diagnostic Arithmetic Test-Revised- excellent tool to be used with student who has been given an informal assessment and appears to need further and more in-depth investigation

PONDER THIS CHALLENGE:aniques.gif (6900 bytes)

  • Conduct a brief assessment of a child’s math skills using the informal assessment procedures discussed in chapter 7. If the child has already been identified with language delay or learning difficulties, what kinds of difficulties did student demonstrate? How would you use your findings to prepare objectives for the student’s IEP?
  • Reflect on/discuss among your colleagues the advantages and disadvantages of teaching LD students to compute using a calculator or finger-counting methods? What types of positive feelings may be fostered by assuring success in early operations? What types of problems may be encountered later due to inability to compute math facts automatically? What is your understanding / opinion on the concept of automaticity? How much time is spent on development of "automaticity" among teachers of students in late primary and early junior grades in your school?

 

Post comments for discussion in Caucus as M2SF1. Post any slick informal math assessment ideas in  B.B. of Ideas as M2SF1.

powm2intro.gif (1938 bytes)

  m2sd1.gif (1284 bytes)  m2sd2.gif (1261 bytes)  m2sd3.gif (1252 bytes)

m2se1.gif (1269 bytes)   m2se2.gif (1260 bytes)  m2se3.gif (1264 bytes)  m2se4.gif (1277 bytes) 

  m2sf2.gif (1259 bytes)  m2sf3.gif (1266 bytes)  m2sf4.gif (1287 bytes) 

m2sg1.gif (1276 bytes)   m2sg2.gif (1286 bytes)  m2sg3.gif (1281 bytes)  m2sg4.gif (1311 bytes)

              HH01515A.gif (970 bytes) M2 "Light"er Side   PE01799A.gif (1627 bytes)Assignments

© Web Design Steve Staios