Find the area of the quadrilateral PQRS shown in the alongside figure.
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Answered by
23
Solution :
Dimensions of the Quadrilateral :
diagonal ( QR ) = 5.5 cm
Let Corresponding heights H , h.
H = 2.5 cm ,
h = 1.5 cm
Area of the ABCD = [( H + h )×QR ]/2
= [ ( 2.5 + 1.5 ) × 5.5 ]/2
= ( 4 × 5.5 ]/2
= 2 × 5.5
= 11 cm²
•••|•
Dimensions of the Quadrilateral :
diagonal ( QR ) = 5.5 cm
Let Corresponding heights H , h.
H = 2.5 cm ,
h = 1.5 cm
Area of the ABCD = [( H + h )×QR ]/2
= [ ( 2.5 + 1.5 ) × 5.5 ]/2
= ( 4 × 5.5 ]/2
= 2 × 5.5
= 11 cm²
•••|•
Answered by
7
Answer:
Step-by-step explanation:
Area of quadrilateral = area of triangle RSQ + area of triangle PQR
area of triangle RSQ = 2.5*5.5/2= 6.875
Area of triangle PQR = 1.5*5.5/2 = 4.125
Area of quadrilateral is 6.875+4.125 = 11
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