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Angle Relationships
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Objectives You will learn new geometry vocabulary.
You will understand the relationships between angles. You will be able to give real world examples of specific angles.
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Adjacent Angle
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Can you find the adjacent angles?
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Adjacent angles are NOT
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Have the same vertex Share a common side Do not overlap
Adjacent Angles Have the same vertex Share a common side Do not overlap
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Vertical Angles Angles 2 and 4 are vertical and CONGRUENT!
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Can you find the vertical angles?
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Vertical angles are NOT
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Formed by intersecting lines
Vertical Angles Opposite angles Formed by intersecting lines
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Congruent Angles
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Can you find the congruent angles?
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Congruent angles are NOT
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Congruent Angles Have the same measure Equal
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Supplementary Angles
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Can you find the supplementary angle?
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Supplementary angles are NOT
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Supplementary Angles Sum is 180° Formed when a line is intersected
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Complementary angles
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Can you find the complementary angles?
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Complementary angles are NOT
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Formed when a right angle is intersected
Complementary Angles Sum is 90° Formed when a right angle is intersected
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Transversal
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Can you find the transversals?
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Transversals are NOT
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Transversal Line that intersects two or more other lines
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Corresponding Angles
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Corresponding angles are NOT
On the same line Opposite each other
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Corresponding Angles In the same position on the two lines in relation to the transversal and congruent
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Alternate Interior Angles
Angles 3 and 6 and 4 and 5 are alternate interior angles.
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Alternate interior angles are NOT
On the same line On the same side of the line Outside the transversal
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Alternate Interior Angles
Opposite sides of the transversal and inside the outer two lines and congruent
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Alternate Exterior Angles
Angles 1 and 8 and 2 and 7 are alternate exterior angles.
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Alternate exterior angles are NOT
On the same line On the same side of the line Inside the transversal
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Alternate Exterior Angles
Opposite sides of the transversal and outside the outer two lines and congruent
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References Pictures obtained through Google image search
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