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The circle is inscribed in triangle AEC. A circle is inscribed in triangle A E C. Points B, F, and D of the circle are on the sides of the triangle. Point B is on side A C, point D is on side E C, and point F is on side A E. Which are congruent line segments? Select two options.

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JonaFl16

Answer:

EF and ED

CB and CD

Step-by-step explanation:

B & E

The congruent line segments are,

EF is congruent to ED.

EC is congruent to EA

AB is congruent to BC

FA is congruent to DC.

What are congruent line segments?

Two segments are congruent when the segments have the same measure.

Here, we can use the symmetry of the circle to break the triangle into two equal parts.

We could see that segment EB cuts the triangle into two equal halves, then we will have that:

  • EF is congruent to ED.
  • EC is congruent to EA
  • AB is congruent to BC
  • FA is congruent to DC.

These are the congruent segments.

To learn more about line segments refer to:

https://brainly.com/question/9716065

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