In my Kindergarten classroom, my mentor teacher did an
interesting lesson about measurement. Currently, some of the students do not
understand why we use rulers and why they are so helpful to us. This activity
was a quick introduction to how we can measure items around the room with our
foot size. First, the students traced their foot on construction paper and cut
it out. Then they went around the classroom and measured various items to get
used to measuring. The purpose of this lesson seemed to be to get the students
thinking about why we measure things and how we can do this. The big idea would
be why we measure things in the world and thinking about the purpose of measurement.
One way to get students thinking would be to ask two students to measure the
same item with each of their feet and see if their results are the same. Then
you could ask them why or why not they were similar. Another way is to have
students predict how many of their feet will be needed to measure a certain
item. This could be difficult for students to guess, but it is a good way to
check and see if they are on the right track with the idea of measurement.
Each of the students went around the room to measure the
items they were curious about. They also would measure the same thing and
compare with each other how many of their feet it took. The teacher also made
sure to teach the students how to stick the foot on the item and place the
finger where the foot ended to get accurate measurements. This math activity
would show a teacher that a student knows how to measure a simple object with
their cut out foot, and if they can compare and discuss their results with
their classmates. This gets students thinking about measurement they could
easily do every day. You could advance student thinking by asking them why we
use a standard measurement instead of our own feet. You could also ask them if
everyone would get the same measurements every time, and whether or not this
would be a problem.
Didn't you already use this task as your post (or maybe that was Carly's)? In any case, if you do post about it again, try to delve deep into what has not yet been said. For example, it would be interesting to compare different student representations from this task and to analyze the connection between them.
ReplyDelete