The sides of rectangle PQRS are 24 cm and 20 cm. X and Y are the midpoints of sides PS and The sides of rectangle PQRS are 24 cm and 20 cm. X and Y are the midpoints of sides PS and SR.What is the area of quadrilateral PXYQ.
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Answer:get the area of triangle XYS and triangle QYR and subtract it from area of rectangle PQRS.
Step-by-step explanation:given: PQ=24 CM and PS=20CM.
X IS MID POINT OF LINE PS.
Y IS MID POINT OF LINE SR.
FIND: AREA(QUAD PXYQ)
ATQ.
AREA OF RECT( PQRS) =24*20
=480CM Sq
AREA OF TRIANGLE (XYS)=0.5*10*12
=60CM Sq
AREA OF TEIANGLE (QYR)=0.5*20*12
=120CM Sq
Area of quad(PXYQ)=480-(60+120)
=480-180
=300CM Sq
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