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Name: ___ Period: ___ Date: ___Exploring Angle Pairs Bell Work QS bisects PQR. Solve for x and find mPQR.1. mPQS 3x; mSQR 5x 202. mPQS 2x + 1; mRQS 4x 153. mPQR 3x 12; mPQS 304. mPQS 2x + 10; mSQR
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How to fill out geometry line qs bisects

01
Draw a line segment qs
02
Using a compass, place the center at point q and draw an arc that intersects the line segment qs at two points
03
Without changing the compass width, place the center at point s and draw another arc that intersects the line segment qs at two points
04
Label the point of intersection of the two arcs as t
05
Draw a line segment from point t to the midpoint of line segment qs
06
The line segment from point t to the midpoint of line segment qs is the bisection of line segment qs

Who needs geometry line qs bisects?

01
Geometry students learning about the concept of line bisects
02
Architects and engineers who need to accurately divide a line segment into two equal parts
03
Anyone interested in geometry and studying the properties of lines and angles
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Geometry line qs bisects divides a line or an angle into two equal parts.
Anyone studying geometry or working with geometric shapes may need to bisect lines or angles.
To bisect a line or an angle, you need to locate the midpoint and draw a perpendicular line from that midpoint.
The purpose of bisecting a line or an angle is to divide it into two equal parts.
The information reported would be the measurement of the line or angle, the location of the midpoint, and the perpendicular bisector.
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