Question

Write something you can conclude from the given information.

Given: $BE=EF$; E is the midpoint of $\overline{FC}$.

Short answer

The required conclusion is $\overline{CE}=\overline{EB}$.

Step-by-step solution

Step 1. Definition of midpoint.

If a side is present in two parts that are having the same measurement and this partition formed through a point then that point is considered as the midpoint.

Step 2. Identify the two parts of the provided line by using the definition.

The provided line FC has two parts which are $\overline{CE}$and $\overline{EF}$also these are having the same measurement.

$\overline{CE}=\overline{EF}$

Step 3. Make the conclusion.

As the measurement of $\overline{EF}$is same as $\overline{CE}$so into the given equation can be replaced with $\overline{EF}$. So make the conclusion by using this information.

$\overline{CE}=\overline{EB}$