in the given figure AB and CD bisect each other at K. .prove that AC=BD....
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DC is the only need to make the na ki yeh sirf tumhara account
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IN ∆ACK and ∆DKB
/_ ACK = /_ DKB (VOA)
AK = BK ( G )
CK = DK ( G)
∆ACK ≈ ∆ BDK ( By SAS)
AC = BD ( By CPCT)
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