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Identify the floor tile which has quadrilateral design drawn on it.

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Important Questions on Quadrilaterals

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Vertices A, B,C and D of a quadrilateral ABCD lie on a circle, A is three times C andD is two timesB . What is the difference between the measures of D and C?
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In quadrilateral ABCD, the bisectors of A and B meet at O and AOB=64°, C+D=?
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A circle is inscribed in quadrilateral ABCD, touching sides AB, BC, CD and DA at P, Q,R and S, respectively. If As=6cm, BC=12cm and CR=5cm, then the length of AB (in cm) is

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PQRS is a cyclic quadrilateral in which PQ=14.4 cm, QR=12.8 cm and SR=9.6 cm. If PR bisects QS, what is the length of PS?
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In quadrilateral PQRS, RMQS, PNQS and QS=6cm. If RM=3cm and PN=2cm, then the area of PQRS is:
MEDIUM
If angles of a quadrilateral are in the ratio 3:5:9:13, find the largest angle.
MEDIUM
From a point P, which is at a distance of 13 cm from the centre O of a circle, a pair of tangents PQ and PR of length 12 cm are drawn to the circle. The area of the quadrilateral PQOR (in cm2) is:
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In a circle with centre OAC and BD are two chords. AC and BD meet at E when produced. If AB is the diameter and AEB=68°, then the measure of DOC is:
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In a quadrilateral ABCD, the bisector of C and D meet at E. If CED=56° and A=49°, then the measure of B is: 
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In the given figure, if AB=10 cmCD=7 cmSD=4 cm and AS=5 cm, then BC=?
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Three acute angles of a quadrilateral are 82° each. Find out the fourth angle. 
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Two angles of a quadrilateral that have no common arm are called _____ angles. 
 
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The four sides of a rhombus are _____. (different/equal)

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In the below given figure, Q is situated in _____ region. (interior/exterior/boundary)

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In the below given figure, R is situated in _____ region. (interior/exterior/boundary)

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Identify the shape which is a quadrilateral.

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Two angles of a quadrilateral that have a common arm are called _____ angles. 
 
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A diagonal is formed by joining two _____ vertices in any quadrilateral. (opposite/adjacent/interior/exterior)

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Join vertex A and vertex _____ to form the diagonal. B/C/D

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In the figure below, the angle opposite to ∠ A is ∠_____.

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