Select [b]all [/b]parallelograms that have a correct height labeled for the given base.[br][br][img]data:image/png;base64,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[/img][br]
If the side that is 6 units long is the base of this parallelogram, what is its corresponding height?[br][br][img]data:image/png;base64,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[/img]
Do you agree with each statement below? [br]Check all the statements you believe are true about parallelograms:
For the statements below, indicate [i]why [/i]you agree or disagree with each:[list=1][*]A parallelogram has six sides.[/*][*]Opposite sides of a parallelogram are parallel.[/*][*]A parallelogram can have one pair or two pairs of parallel sides. [/*][*]All sides of a parallelogram have the same length.[/*][*]All angles of a parallelogram have the same measure. [/*][/list]
A square with an area of 1 square meter is decomposed into 9 identical small squares. Each small square is decomposed into two identical triangles.[br][br]What is the area, in square meters, of 6 triangles? [br][br]You can use the app below to help explore or illustrate your thought process.
A square with an area of 1 square meter is decomposed into 9 identical small squares. Each small square is decomposed into two identical triangles.[br][br]How many triangles are needed to compose a region that is [math]1\frac{1}{2}[/math] square meters?[br][br]You can use the app below to help explore or illustrate your thought process.