Circle the following quadrilateral that does NOT have at least one pair of conse

Question

Circle the following quadrilateral that does NOT have at least one pair of consecutive sides congruent. Circle the following quadrilateral that may or may not have exactly one pair of consecutive sides congruent. Circle the following quadrilateral whose diagonals need be congruent. Circle the following quadrilateral whose diagonals bisect each other. Circle the following quadrilateral whose diagonals need not be perpendicular. Circle the following quadrilateral which needs not have at least one pair of consecutive angles supplementary. Circle be following quadrilateral which not have exactly one pair of congruent.

Explanation / Answer

27)Answer: c) isosceles trapezoid

All of the other quadrilaterals have more than one pair of consecutive sides congruent.

28) answer c ) trapezoid

This happens when one of the parallel sides of the trapezoid becomes equal to one of the non-parallel sides. All of the other quadrilaterals have more than one pair of consecutive sides congruent.

29) answer d) rhombus

All of the other quadrilaterals have congruent diagonals.

30) answer a) rhombus

Diagonals of all of the other figures bisect each other

31)answer d)parallelogram

All of the other quadrilaterals have perpendicular diagonals

32) answer b)kite

All the other figures have parallel opposite sides, hence have at least two pair of consecutive angles supplementary.

33) answer c)kite

The angles at the two intersections of junction of disjoint pair of sides are congruent. Others have more than one pair of congruent angles.

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