Explanation:
Here,
DE = DF
AD = DC
To prove:
∆ADE =~ ∆CDF
then,
Statements. Reasons
1) ED = DF (S). 1) Given
2) AD = DC (S). 2) Given
3) EA = FC (S). 3) Remaining side
Hence, ∆ADE =~ ∆CDF
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