Abstract
Many researchers have used the task of comparing the size of pairs of decimals to reveal
students’ thinking about decimal notation. This paper reports data from 315 Japanese and
Australian students on a modification of this task, comparing decimals involving zero.
Many students think decimals are less than zero. Some students who otherwise appeared to
be experts exhibited difficulties executing comparison strategies that involved adding zeros
to the end of decimal strings. Students believing that the decimal number system is discrete
were identified.
Vicki Steinle & Kaye Stacey
Visible and Invisible Zeros: Sources of Confusion in Decimal Notation