Cutting Corners
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This tool provides an excellent opportunity for students to talk about
the names and attributes of shapes they do not regularly meet. For example,
they will most likely encounter scalene triangles, with no congruent sides;
isosceles triangles, with at least two congruent sides; and equilateral
triangles, which are special isosceles triangles that have three congruent
sides. When appropriate, point out to the students that rectangles are
special parallelograms that have right angles, rhombuses are special parallelograms
that have four equal sides, and squares are special rhombuses with four
equal angles as well as four equal sides.
Young students have difficulty recognizing shapes that have been rotated or flipped. In Cutting Corners, students have opportunities to create and view shapes in different orientations.
Directions
- To begin, click on a shape

- Drag the cut line to where you want to make a cut.

- To make a cut, click
or press RETURN.
- To start over, click on the same or different shape.
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The slide, turn, flip, and delete buttons can be used on any shape.
Click on the button and then on the shape or the cut line. The rotate
button turns a shape 30° clockwise, or one-twelth of a complete rotation.
The Flip button flips a shape over a horizontal line. To turn off a button, either click on another button or click on the
active button a second time. Activity
Questions are asked of the form, How can I cut (a shape) to get (description of two other shapes)?
For example, ask, How can I cut this rectangle to get two smaller rectangles whose shape and size are the same? (There are two different ways to do this.)
| Can you cut the ______ |
to make:
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rectangle
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- one triangle and one pentagon
- two trapezoids
- two rectangles of the same shape and size
- two rectangles of different shapes and sizes
- two triangles
- a triangle and a trapezoid
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triangle
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- one triangle and one trapezoid
- two triangles
- one triangle and one quadrilaterial (not trapezoid)
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trapezoid
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- one triangle and one trapezoid
- one triangle and one parallelogram
- two trapezoids
- two triangles
- one triangle and one quadrilaterial
- one triangle and one pentagon
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