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Two figures are shown below.



Which of the following statements correctly explains whether or not the two figures are congruent?
The two figures are congruent since there is a reflection that carries one figure onto the other.
O The two figures are congruent since there is a rotation that carries one figure onto the other.
O The two figures are not congruent since the two figures are oriented differently.
O The two figures are not congruent since there is no translation that carries one figure onto the other.

Two figures are shown below Which of the following statements correctly explains whether or not the two figures are congruent The two figures are congruent sinc class=

Respuesta :

Answer: B

Step-by-step explanation:

Cricetus

The 2 figures given would be congruent since there seems to be a reflection that carries 1 figure onto the another one. A further explanation is below.

  • If somehow the matching sides of two components or figures have been of similar length and form, they are said to be congruent. They constitute congruent when one image or graphic entirely encompasses some other figure (both with and without rotations skills).
  • Whenever we turn or twist the above diagram clockwise by something like 90° ∠, it becomes exactly like the ones below.

Thus the answer above i.e., "Option 1" is appropriate.

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