Where can the angle bisectors of an obtuse triangle intersect? i. inside the triangle ii. on the triangle iii. outside the triangle group of answer choices

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02-11-2022
Mathematics

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Where can the angle bisectors of an obtuse triangle intersect? i. inside the triangle ii. on the triangle iii. outside the triangle group of answer choices

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fahiskt9087 fahiskt9087 · Answer 1 · 2022-11-08T13:08:18-05:00

The inside of the triangle is the right response.

Triangles that have one angle that is greater than 90 degrees but less than 180 degrees are said to be obtuse.

A bisector of angle is a line that divides an angle into two parts of equal size.

Any triangle's bisectors will congregate in the center of the incircle, which is the circle that touches all three sides.

Angle bisectors of an obtuse triangle always meet to form the triangle's incenter.

It was possible to picture what came next thanks to the figure that was provided with the solution.

The angle bisector therefore intersects in the inside of an obtuse triangle.

Click here for more information on obtuse triangles :

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