Construction of Special Quadrilaterals

IMPORTANT

Construction of Special Quadrilaterals: Overview

This Topic covers sub-topics such as Square, Rectangle, Rhombus, Parallelogram, Trapezium, Perimeter of Rhombus, Construction of a Parallelogram, Kite Shaped Quadrilateral and, Properties of a Kite Shaped Quadrilateral

Important Questions on Construction of Special Quadrilaterals

MEDIUM
IMPORTANT

Find the perimeter in cm of the rhombus, whose diagonals are 16 cm and 30 cm.

EASY
IMPORTANT

ABCD is a kite. Is DOA=DOC? (Yes / No)

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MEDIUM
IMPORTANT

Which type of quadrilateral is obtained by following measurements?

Quadrilateral ABCD in which ABCD, AB=8 cm, BC=6 cm, CD=4 cm and B=60o.

EASY
IMPORTANT

Construct the following squares with the given measurements and also find their area.

REST, ET=8 cm

EASY
IMPORTANT

Construct the following square with the given measurement and also find its area.

WEST, ST=6 cm

EASY
IMPORTANT

Construct the following square with the given measurement and also find its area.

BEST, BS=7.5 cm.

EASY
IMPORTANT

Construct the following rectangle with the given measurement and also find its area.

SAND, SA=5.6 cm and SN=4.4 cm.

MEDIUM
IMPORTANT

To construct the kite EASY, if AY=8 cm, EY=5 cm and SY=6 cm, which properties of the kite did you use in the process?

MEDIUM
IMPORTANT

Can you construct a unique rectangle PQRS, if you know only the lengths PQ and QR?

MEDIUM
IMPORTANT

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The pendent is made of red stone and diamond. The two shorter sides of the red stone are congruent and measure 1 cm. The length of the two longer sides are congruent and measure 2 cm and the shortest diagonal measures 1.8 cm.

The area of the red stone is _____ sq cm.

(Express your answer upto 3 decimal places)

EASY
IMPORTANT

Given the kite EFGH, length of the diagonal HF = _____cm

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EASY
IMPORTANT

ABCD is a kite. Then ∠ADC = _____degrees.

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EASY
IMPORTANT

In the given kite PQRS, which type of triangle is POQ and SOR?

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EASY
IMPORTANT

In the given kite ABCD, ∠AOB = _____degrees.

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EASY
IMPORTANT

“A similarity between a kite and a parallelogram is that both shapes have congruent opposite sides".

Is the given statement true?

EASY
IMPORTANT

Smitha was making a kite shape using a color paper (as shown in the diagram). If the length of the side MN is 3 inches lesser than double the length of side LM then length of the side NO = _____ inches.

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EASY
IMPORTANT

In the kite ABCD, side AB = _____cm.

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MEDIUM
IMPORTANT

Which of the listed point’s best describes the shape of a kite?

i. All the sides are unequal

ii. Adjacent sides are congruent

iii. Diagonals are perpendicular

iv. Opposite sides are parallel

MEDIUM
IMPORTANT

If you were asked to make changes to the given shape so as to give it a shape of a kite, what changes would you make to the figure?

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EASY
IMPORTANT

Which of the given shapes is that of a kite?