In the given figure, ABCD is a parallelogram and T is the mid-point of AD. ar(quadrilateral ABCT)=45 cm², then find ar (Triangle TCD).
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Step-by-step explanation:
In ||gm ABCD,
∆TCD and ||gm ABCD are on same base CD and between same parallel AB and CD,
so,Ar(∆TCD)=1/2Ar(||gm ABCD)
Ar(∆TCD)=1/2×45
Hence,Ar(∆TCD)=22.5 cm².
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Answer:
In ||gm ABCD,
∆TCD and ||gm ABCD are on same base CD and between same parallel AB and CD,
so,Ar(∆TCD)=1/2Ar(||gm ABCD)
Ar(∆TCD)=1/2×45
Hence,Ar(∆TCD)=22.5 cm².
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