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It separates the angle into separate angles. Ex: It separates a right angle into two acute angles.

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I know that a perpendicular bisector bisects at a perpendicular angle making the two chunks of the segment congruent. Same goes for angle bisectors except the angles just have to be congruent and not perpendicular.

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I know the theorems, Perpendicular Bisector and Angle Bisector theorems, along with their converses

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an angle bisector splits the angle directly in half

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an angle bisector splits the angle directly in half

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Angle and perpendicular bisectors bisect, or divide, a figure into two congruent parts.

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Perpendicular and Angle bisectors "bisect" a figure into two congruent parts.

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Why is there so much stuff we need to know about triangles?

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Why is there so much stuff we need to know about triangles?

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Perpendicular bisectors are perpendicular to the segment they bisect.

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Perpendicular bisectors are perpendicular to the segment they bisect.

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Angle Bisectors split angles into two congruent angles

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Angle Bisectors split angles into two congruent angles

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the angle bisector cuts the bisector in half

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How I can use them to prove triangles congruent

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How I can use them to prove triangles congruent

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angle bisectors

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A perpendicular bisector intersects at a 90 degree angle and passes through a given segments midpoit.

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how to describe and perpendicular bisector, I know what it is, but I don't know how to describe it

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how to describe and perpendicular bisector, I know what it is, but I don't know how to describe it

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angle bisector divides the angle in half

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angle bisector divides the angle in half

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All bisectors always divide segment and lines and angles equally.

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All bisectors always divide segment and lines and angles equally.

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I know that a prependicular bisector creates a right angle and the triangles congruent.

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I feel like a know most about this topic

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I want to know how I can use perpendicular and angle bisectors to prove triangles congruent.

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how I can use this in real life

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Congruence in Right Triangles

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I wish to learn more about angle bisectors.

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I wish to learn more about angle bisectors.

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All that i can know

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Perpendicular and Angle Bisectors and how to do them

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Having the ame distance, but are separate segments.

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I learned the meaning of them and what they are used for.

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I learned the meaning of them and what they are used for.

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I learned that it is only equidistant to the sides of the triangle if it is the shortest distance possible.

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equidistance

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Equidistance, is when two segments are congruent and have an equal distance

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Equidistance, is when two segments are congruent and have an equal distance

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We learned that if there is a segment bisector on for the bottom line in the triangle, then any lines that connect to the bisector will be equidistant

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I learned about equidistance and about how to do perpendicular and angle bisectors and to incorporate them into real life (the problems
with the schools)

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I learned that if their is a perpendicular bisector on the base of a triangle, then any lines that connect this bisector are equidistant

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i used how to use perpendicular bisectors when working with triangles because they can help a bunch

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equidistance

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equidistant, and how to set triangles congruent by perpendicular and angle bisectors

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We know how that we have to figure out x.

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We know how that we have to figure out x.

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We learned how to solve the x an get the answer.

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We learned how to solve the x an get the answer.

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Who?

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idk how