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Questions and Answers
What determines the conditions that make a quadrilateral a parallelogram?
What determines the conditions that make a quadrilateral a parallelogram?
- The equality of its sides
- The lengths of its diagonals (correct)
- The sum of its interior angles
- The measure of its exterior angles
Which property is not a condition for a quadrilateral to be a parallelogram?
Which property is not a condition for a quadrilateral to be a parallelogram?
- Opposite angles are congruent
- Opposite sides are parallel
- All sides are equal in length (correct)
- Diagonals bisect each other
What characteristic distinguishes a parallelogram from other quadrilaterals?
What characteristic distinguishes a parallelogram from other quadrilaterals?
- Having four right angles
- Having perpendicular diagonals (correct)
- Having all interior angles equal
- Having one pair of parallel sides
What property is used to find the measures of angles in a parallelogram?
What property is used to find the measures of angles in a parallelogram?
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Which property helps find the measures of sides in a parallelogram?
Which property helps find the measures of sides in a parallelogram?
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What property is used to determine other quantities involving parallelograms?
What property is used to determine other quantities involving parallelograms?
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What type of parallelogram has all angles of equal measure?
What type of parallelogram has all angles of equal measure?
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Which parallelogram has all sides of equal length?
Which parallelogram has all sides of equal length?
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In a rectangle, what is the relationship between the measure of opposite angles?
In a rectangle, what is the relationship between the measure of opposite angles?
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