Adjacent angles are supplementary in

Square, rhombus and kite.

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Rectangle, rhombus and square

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Rhombus, square and kite

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Rectangle, rhombus and kite.

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Solution

The correct option is B
Rectangle, rhombus and square

Adjacent angles are supplementary in parallelograms. Rectangle, square and rhombus are parallelograms, but kite is not.

Hence, adjacent angles are supplementary in rectangle, rhombus and square.

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Similar questions

The fundamental difference between a rhombus and a kite is that the sum of adjacent angles are supplementary in a kite.

In which of the following quadrilaterals, diagonals bisect each other?

i) Parallelogram

ii) Rhombus

iii) Rectangle

iv) Square

v) Kite

If $A P B$ and $C Q D$ are two parallel lines then the bisectors of $∠ A P Q, ∠ B P Q, ∠ C Q P a n d ∠ P Q D$ enclose a

(a) square

(b) rhombus

(d) kite

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