We have been working with identifying patterns in multiplication. Many of the students are quickly able to
identify that counting by twos entails skipping the odd numbers and landing on
numbers that end in 2,4,6,8, or 0. They
can see that skip counting by fives produces multiples that end in either 5 or
0. When looking for patterns in nines,
they notice that each time the tens places increases by one and the ones place
decreases by one.
For some
students, these patterns are not so apparent.
For one student in particular, he struggled to understand the multiples
of five. He could not recognize that he
was two repeatedly add five, and that the multiples would only end in five or
zero. One possibility of his misconception
could be that he does not know his multiples of five. Another possibility is that he may not
recognize the difference between odd and even numbers, or the rule that an odd
plus an odd will equal an even number, while an odd plus an even number will be
odd.
One strategy
I could use in helping to guide him to the correct answer would be to review
multiples of five, showing him on a number line how to count up by fives. I could also have him look for the pattern of
the multiples of five by first writing them out and showing him how each
multiple ends in zero, then five, and so on.
I should also ask him to explain the difference between an odd and even
number.
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