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Q&A #17056 |

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Hi,
I currently teach a math course for elementary education majors. As we
discussed converting metric units of length a student said she learned
the following mnemonic sentence to aid in remembering the metric prefixes
and relationship to the base unit - meter:
Kangaroos Hop Down My Drive Christmas Morning
km hm dam m dm cm mm
She went on to say her grade school teacher her taught her to convert by:
1) writing out this sentence
2) writing the ones digit of the measurement you're starting with in the
column under that unit
3) write any tens or greater digits each in a column to the left of your
starting unit
4) then to convert write add zeros to the left or right our your original
number to fill in empty columns until you reach the column of the unit
you want to convert to.
So to convert 35 cm to m I'd write:
K H D M D C M
0. 3 5
Thus, 35 cm = 0.35 m
Seems intuitive to me and I tried to present this with the student in our
next class but there was a lot of confusion on where to put the decimal
place. I explained the decimal always goes after the ones digit but that
didn't seem to sink in - has anyone heard of a charting the pattern type
method like this for teaching conversion and if so, any suggestions?
We've tried talking about moving the decimal point in the measurement
number based on steps up or down in the metric units but that got a bunch
of blank stares too.
I'm trying to break this down as simply as possible and am hoping someone
has had experience with this method and can offer input/advice.
Thank you.
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