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Solve for x and y. 4. 5. 6. (7y - 3)° (3y + 13)° 50 4y (4x – 10)° (2x + 12)° (2x + 3)° 2x 3y

Solve for x and y. 4. 5. 6. (7y - 3)° (3y + 13)° 50 4y (4x – 10)° (2x + 12)° (2x + 3)° 2x 3y

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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**Solve for \(x\) and \(y\).** **Problem 4:** The diagram shows a triangle with three angles labeled. The angles are: - Top angle: \(50^\circ\) - Bottom left angle: \(2x^\circ\) - Bottom right angle: \(3y^\circ\) **Problem 5:** The diagram shows a triangle with the following angles: - Bottom left angle: \((4x - 10)^\circ\) - Bottom right angle: \((2x + 12)^\circ\) - Top angle: \(4y^\circ\) Two sides of this triangle are marked with a single hatch mark, indicating they are of equal length (an isosceles triangle). **Problem 6:** The diagram shows two intersecting lines forming an "X" shape with the following angles: - Top left angle: \((7y - 3)^\circ\) - Top right angle: \((3y + 13)^\circ\) - Bottom angle: \((2x + 3)^\circ\) The sides opposite these angles that form two triangles are marked with hatches indicating they are equal. In each triangle, the opposite non-segment corner angles are equal, suggesting they are vertically opposite angles.
Transcribed Image Text:**Solve for \(x\) and \(y\).** **Problem 4:** The diagram shows a triangle with three angles labeled. The angles are: - Top angle: \(50^\circ\) - Bottom left angle: \(2x^\circ\) - Bottom right angle: \(3y^\circ\) **Problem 5:** The diagram shows a triangle with the following angles: - Bottom left angle: \((4x - 10)^\circ\) - Bottom right angle: \((2x + 12)^\circ\) - Top angle: \(4y^\circ\) Two sides of this triangle are marked with a single hatch mark, indicating they are of equal length (an isosceles triangle). **Problem 6:** The diagram shows two intersecting lines forming an "X" shape with the following angles: - Top left angle: \((7y - 3)^\circ\) - Top right angle: \((3y + 13)^\circ\) - Bottom angle: \((2x + 3)^\circ\) The sides opposite these angles that form two triangles are marked with hatches indicating they are equal. In each triangle, the opposite non-segment corner angles are equal, suggesting they are vertically opposite angles.
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