Question

Given: GD=BCBC=FHFH=AEProve: AE = GD

Answer 1

Since we have that GD = BC, then, by the transitive property:

`\begin{gathered} GD=BC=FH \\ \Rightarrow GD=FH \end{gathered}`

Now, FH=AE, then, again by the transitive property:

`\begin{gathered} GD=FH=AE \\ \Rightarrow GD=AE \end{gathered}`

Therefore, AE=GD