Chapter 4.1, Problem 4CE

To determine

ToProof : Proof that it is correct to say $\Delta INF\cong \Delta EWB$

Answer to Problem 4CE

It is false statement.

Explanation of Solution

Given information : We have given that $\Delta FIN\cong \Delta WEB$

Given that $\Delta FIN\cong \Delta WEB$

So we must have

  $F\leftrightarrow W$ , $I\leftrightarrow E$ , $N\leftrightarrow B$

For the given triangle $\Delta INF\cong \Delta EWB$

  $I\leftrightarrow E$ , $N\leftrightarrow W$ , $F\leftrightarrow B$

This contradicts that $\Delta FIN\cong \Delta WEB$

Therefore, we cannot cay $\Delta INF\cong \Delta EWB$