Question

If $\Delta DEF\cong \Delta BCA$, write the part(s) of $\Delta BCA$ that correspond to

• A. $\angle E$
• B. $\overline{EF}$
• C. $\angle F$
• D. $\overline{DF}$

Answer 1

The correct option is C $\angle F$

Given $\Delta DEF\cong \Delta DEF$

Consider the figure shown below.

Here, the corresponding points in both the triangles are,

$D\iff B$

$F\iff A$

$E\iff C$

Therefore,

i) $\angle E\iff \angle C$

ii) $\overline{EF}\iff \overline{CA}$

iii) $\angle F\iff \overline{A}$

iv) $\overline{DF}\iff \overline{BA}$