Which of the given sets of polygons are always parallelograms? kite and rectangle trapezoid and kite square and rhombus rhombus and trapezoid

third option. square and rhoumbus.

Justification:

The only set of two parallelograms is the third one: square and rhombus.

Parallelograms are quadrilaterals (polygons with 4 sides) whose opposite sides are parallel.

Square, rhombus and rectangle are parallelograms.


Some kites may be parallelograms but not all the kites are parallelograms and trapezoid are not parallelograms.

below

Step-by-step explanation: Given f(x) =kxn where k is a constant, then f'(x) = nkx(n - 1)

Can you apply this principle to this problem, Let me know if you have any further questions about this problem. Thanks.

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