In parallelogram ABCD (not shown), AB 8, mZB 110°, and BC 5. Which diagonal has the greater length?

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Q: 4. If ABCD is a parallelogram, find mZD. B А. 6° В. 53° С. 127° (9x – 1)° (13х - 25)° A D D. 141°

A: Opposite angles of a parallelogram are equal. And adjacent angles measure 180 when added.

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A: Let us verify each of the given option as shown below

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A: we will draw and conclude in next step

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Q: 45° D 14 7 7 45° 14/2 A 14 14√3 BC BD 7√2 7√3 [

A: From the given figure, Consider the right triangle BDC, adjacent= 7 units theta= 45°

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A: Given ABCD is a parallelogram. E is the point of intersection of diagonals.

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A: since OD intersects AB to form a right angle at point B, so it bisects the chord AC.  so AB = BC…

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Q: Which figure has congruent diagonals? O rectangle O kite O rhombus O parallelogram

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