Open-ended Questions and Hands-On Activities
Teachers can use the printable open-ended questions and hands-on
activities to get students thinking about measurement concepts.
If you have students who think they know everything about area, perimeter,
circles, and pi, make a copy of this Geometry Problem of the Week and see what
they can figure out. MSP
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These 37 hands-on lessons, available in English and Spanish, offer a nice mix of
visual activities that focus on important math concepts for grades K-8. In one
of the featured lessons, students determine the volume of a Chinese calendar
made of wooden slats. In another lesson, students investigate the relationship
between the weight of a banana and its peel.
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Here's a good starter activity for students who lack the most fundamental
understanding of measurement. They print out a "wacky ruler" and a
page that features eight wiggly pink worms. The model ruler is marked with two,
four, and seven units. Students can enter their measurements online to check
their accuracy. MSP
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These six worksheets introduce students to fractional units on a standard ruler
and millimeters on a metric ruler. There is also a short, colorful PowerPoint
slide show that demonstrates the fractional parts of an inch.
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This student worksheet is the first in a series of five worksheets offering
practical experience reading units on a ruler.
MSP full record
With this activity, students apply their measuring skills to create a maze by
drawing a series of lines of given lengths and directions.
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How can you make the metric system more understandable for your students? Tell
them to think of a gram as the mass of a jelly bean and a liter as one quart.
This list can help students retain a visual picture to approximate various
metric units. MSP full
record
Take the mystery out of the metric system by having students create their own
reference tool. They can use this paper cutout to make a 3-D pyramid printed
with metric conversion information for length, mass, area, energy, volume, and
temperature. MSP full
record
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Copyright
November 2004 — The Ohio State University. This material is based upon work
supported by the National Science Foundation under Grant No. 0424671. Any
opinions, findings, and conclusions or recommendations expressed in this
material are those of the author(s) and do not necessarily reflect the views of
the National Science Foundation.
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This work is licensed under a
Creative Commons License.
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