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in Triangles by (34.5k points)
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In ΔABC and ΔA’B’C’, A’ corresponds to vertex A.

We denote it symbolically as 

(A) A’ = A 

(B) A’ ~ A 

(C) A’ || A 

(D) A’ ↔ A

2 Answers

+1 vote
by (57.0k points)
selected by
 
Best answer

Correct option is (D) A’ ↔ A

In \(\triangle ABC\) & \(\triangle A’B’C’\)

\(A'\longleftrightarrow A\)       (i.e., A' corresponds to A)

\(B'\longleftrightarrow B\)

\(C'\longleftrightarrow C\)

Hence, A' corresponds to A is symbolically denoted by \(A'\longleftrightarrow A.\)

+1 vote
by (35.6k points)

Correct option is: (D) A’ ↔ A

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