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Which Statements Are True? Check All That Apply. A Square Is Sometimes A Rhombus. A Rectangle Is Sometimes A Square. A Parallelogram Is Sometimes A Kite. A Square Is Always A Rhombus. A Trapezoid Is Never A Kite.. Analyze each statement based on properties of quadrilaterals. A rectangle is sometimes a square.
A parallelogram is sometimes a kite. A square is sometimes a rhombus. The answer explains the geometric definitions and gives examples of true and false.
A square is sometimes a rhombus. The true statements are b, d, and e, while a and c are false. A math question asks which statements are true about squares, rectangles, parallelograms and kites.
The answer explains the geometric definitions and gives examples of true and false. []a square is sometimes a rhombus. Answer the following statements with always true, sometimes true, or never true.
[]a square is always a. Analyze each statement based on properties of quadrilaterals. A square is always a rhombus because it has all sides equal, making it a special type of rhombus.
Sometimes (because a rectangle has at least one pair of parallel sides) an isosceles trapezoid is _________________ a parallelogram. Sometimes true geometric shapes are mathematical figures with specific properties, such as lines, angles, and dimensions. A square is sometimes a rhombus.
A trapezoid is _____ a rectangle. A rectangle is sometimes a square if all its sides are equal, making it a special type of. []a rectangle is sometimes a square.
