In angle ACB and EFD , angle f and angle c =90 , and EF =AC , then find the third condition to prove the congruence of the two triangles using the RHS criteria
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For triangle to be congruent by SAS axiom two of the sides and the included angle of the triangles must be equal.
Given AB=DF and ∠A=∠D
No for △ABC≅△DFE by SAS axiom we need AC=DE
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Correct option is
D
∠A=∠D,∠B=∠E,∠C=∠F
If triangles are congruent then their corresponding angles are equal
Here △ABC≅△DEF
⇒∠A=∠D,∠B=∠E,∠C=∠F
hope it helps
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