If in $\mathrm{△}PEN\backslash triangle\; PEN$ and $\mathrm{△}RIM\backslash triangle\; RIM$; PE = RI; $\mathrm{\angle }E\backslash angle\; E$ = $\mathrm{\angle }I\backslash angle\; I$ and EN = IM then

If $\mathrm{△}ABC\backslash triangle\; ABC$ ≅ $\mathrm{△}DEF\backslash triangle\; DEF$ then $\overline{AC}\backslash overline\{AC\}$ = …

If $\mathrm{\angle }MLN=\mathrm{\angle }FGH,\mathrm{\angle }NML=\mathrm{\angle }GFH,\backslash angle\; MLN=\backslash angle\; FGH,\backslash angle\; NML=\backslash angle\; GFH,$ ML = FG then

What is the area of a ΔABC when AB = BC = 5 cm and $\mathrm{\angle }B\backslash angle\; B$ = 90° (in sq cms)

If two figures are identical and equal then they are

Two squares are always

Two circles are always

If 3 sides of a first triangle are correspondingly equal to 3 sides of second triangle then the two triangles are congruent under the property of ……

If two sides included angle of the first triangle are correspondingly equal to two sides included angle of the second triangle then the two triangles are said to be congruent under the property of ……

Which of the following are not always congruent?