A four and a seven
years old when asked if they would rather have four or five sweets, did not
pick up the larger number. However, when an adult was asked the same question, “of
course I would select five sweets.”
It seemed that
comparing numbers which are close together is difficult, even when both
children could easy count the number of sweets in the diagrams as shown in
Figure 1 above. And yet, they picked up the larger number when comparing
numbers which are far apart as shown in the Figure 2 below. This was an
interesting observation and made me ponder why.
An article attached
provided me with an understanding of such mathematical difficulty in children,
particularly on magnitude comparison. This
showed that while both children have learnt to count, they do not realize that
counting numbers are connected by size especially in a “one-more than” situation.
How then can I teach them so that they realize the linkage between mathematical
procedure (counting) and mathematical relationship (magnitude comparison)? Is
number sense teachable? Number sense is “a skill or kind of knowledge about
numbers rather than an intrinsic process.” Thus, number sense should be
teachable (Gersten, et al, 2005). Some suggestions provided by the article to
develop number sense are making sense of quantity and use of mental number
lines. For me, I think that the “one more” concept can be reinforced.
This single observation
showed me the importance of connecting counting and relative size as they are
learning numbers and such linkage is essential in the development of the number
sense even at this early stage.
Reference
Gersten, R.,
Jordan, N.C. and Flojo, J. R. (2005) ‘Early identification and intervention for
students with mathematics difficulties’,
Journal of Learning Disabilities, 38,
293 – 304.
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