Question

What does △QXM≅△QXN and ∠QXM≅∠QXN mean?

Answer 1

Answer:

$\triangle QXM \cong \triangle QXN$ means the two triangle are congruent.

$\angle QXM \cong \angle QXN$ which means that the two angles are congruent.

Step-by-step explanation:

$\triangle QXM \cong \triangle QXN$

Firstly the symbol $\cong$ represent the congruent that means the two objects that have the same shape and size or we can say simply the similarities between the objects ,

and the symbol $\triangle$ represents the triangle.

$\triangle QXM \cong \triangle QXN$ that implies the triangle QXM is congruent to the triangle QXN.

The symbol $\angle$ represent the angle in $\angle QXM \cong \angle QXN$

∴ [tex]\angle QXM \cong \angle QXN[/tex] means the two angles are congruent.