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912Geometry_AngleBis Ector_Warmup_Constru Ct_AngleBisectorWarm Up.pdf

912Geometry_AngleBisector_Warmup_Construct_AngleBisectorWarmup.pdf

Preview of 912Geometry_AngleBis ector_Warmup_Constru ct_AngleBisectorWarm up

🔗 Source: bridges.education.uconn.edu

📊 Size: 117 KB

📄 Pages: 1 page

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Summary

The ray AC is an angle bisector, meaning it divides the angle into two equal parts. Since the sum of the angles around a point is 180 degrees, and the ray AC bisects the angle, the equation should represent the relationship between the two equal angles and the given angle.

The correct equation is: 10x + x + 36 = 180, because the angle bisector divides the angle into two equal parts (10x and x), and the sum of these two angles and the given angle (36 degrees) is equal to 180 degrees.

Choice a) because the angle bisector creates two congruent angles, and the sum of these angles and the given angle is equal to 180 degrees, making 10x + x + 36 = 180 the correct equation to solve for x.

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Description

The ray AC is an angle bisector, meaning it divides the angle into two equal parts.

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File Format: PDF
File Size: 117 KB
Pages: 1
Language: EN
Total Downloads: 52
Last Updated: 1 month ago

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