ABCD is a parallelogram- Burst the bubbles which represent the properties of parallelogram ABCD-AB - CDAB - BCAngle A-Angle CAngle C-Angle DAC - BDAB - CDCD - DABC - ADBC - ADAngle B-Angle D

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Bisectors of Angles of a Parallelogram Form a Rectangle

ABCD is a par...

Question

ABCD is a parallelogram, Burst the bubbles which represent the properties of parallelogram ABCD.

AB = CD

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AB = BC

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Angle A=Angle C

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Angle C=Angle D

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AC = BD

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AB || CD

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CD || DA

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BC = AD

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BC || AD

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Angle B=Angle D

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; then

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We have a parallelogram ABCD with AC and BD as diagonals. In parallelogram ABCD, $∠$ ABC = $110^{\circ}$ , $∠$ DAC = $15^{\circ}$ , $∠$ CAB= $25^{\circ}$ , AB = 5cm, CD = 7cm. Can we construct this parallelogram?

We have a parallelogram ABCD with AC and BD as diagonals. In Parallelogram ABCD, $∠$ ABC= $110^{\circ}$ , $∠$ DAC = $15^{\circ}$ , $∠$ CAB= $25^{\circ}$ , AB = 5 cm, CD = 7 cm. Can we construct this parallelogram?

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