If for $△ABC$ and $△DFE,$ the correspondence $CAB\leftrightarrow EDF$ give a congruence, then which of the following statement are correct?

	Correct / Not correct
$AC=DE$
$\angle A=\angle F$
$\angle B=\angle F$
$BC=DE$
$AB=EF$
$\angle C=\angle E$
$AB=DF$
$\angle A=\angle D$

 

Let the correspondence $XYZ\leftrightarrow ABC$ give a congruence for $△XYZ$ and $△ABC$. Complete the table by writing correct statement.

If two triangles have their corresponding angle equal, then the triangles are congruent.

Any two right-angled triangles are congruent.

A $1-$rupee and a $5$-rupee coin are congruent.

If two triangles are congruent, their corresponding angles are equal.

Find the value of $x$, if the following figure of triangles are given to be congruent.

$△ADC\cong △CBA$

Find the value of $x$, if the following figure of triangles are given to be congruent.

$△ABD\cong △ACD$

Observe the given figure and state figure has congruent triangles ? If triangles are congruent, write the result in symbolic form along with the congruency condition.