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Step-by-step explanation:
2S=5+4+3 ⇒ S=6
Area of ΔABC
=s(s−a)(s−b)(s−c)
=15(15−9)(15−8)(15−13)=6(1)(2)(3)=36=6
⇒For area of ΔADC,
⇒2S=5+4+5
⇒ S=7cm
⇒Area of ΔADC
=7(7−5)(7−5)(7−4)=7×2×2×3
=221=9.16m2
⇒Area of quad ABCD= Area of (△ABC+△ADC)
=6+9.16
=15.16 cm2≈15.2 cm2
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