You have a triangle $△$ constructed and you have also located the incenter; now I decide to draw a circle from the incenter such that i cuts a 2cm chord on one side of the triangle. Will it cut 2cm chord on the other two sides of the triangle?

Yes

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Solution

Incenter is that point inside the triangle where all three sides of the triangle are equidistant.

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Similar questions

You have a triangle $△$ ABC constructed and you have also located the incenter O , now I decide to draw a circle with the center O such that it cuts a 2cm chord on one side of the triangle $△$ ABC. Will it cut 2cm chord on the other two sides of the triangle?

Q. Define the incircle of a triangle? How can you locate the incenter of a triangle?

Find the correct order for constructing an incircle for triangle $△$ ABC:

1.Draw a perpendicular from I to any side to a point D.

2.The angular bisectors intersect at the incenter I.

3.Draw the angular bisectors of $∠$ A and $∠$ B.

4.Take ID as the radius and draw a circle.

5.Construct triangle $△$ ABC.

Draw a circle on a tracing paper and draw two equal chords and drop a perpendicular from center to the chord. Fold the paper such that the two chords coincide. You will find that the two perpendiculars also coincide.

If you need to construct a triangle with point P as one of its vertices, which is the angle that you need to construct a side of the triangle?

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You have a triangle △ constructed and you have also located the incenter; now I decide to draw a circle from the incenter such that i cuts a 2cm chord on one side of the triangle. Will it cut 2cm chord on the other two sides of the triangle?

Incenter is that point inside the triangle where all three sides of the triangle are equidistant.

You have a triangle $△$ constructed and you have also located the incenter; now I decide to draw a circle from the incenter such that i cuts a 2cm chord on one side of the triangle. Will it cut 2cm chord on the other two sides of the triangle?