1) Angles 1 and 5 are: a) Co-Interior Angles b) Alternate Angles c) Corresponding Angles d) Supplementary Angles 2) Angles 4 and 5 are: a) Co-Interior Angles b) Alternate Angles c) Corresponding Angles d) Supplementary Angles 3) Angles 4 and 6 are: a) C- Interior Angles b) Alternate Angles c) Corresponding Angles d) Supplementary Angles 4) Measure of angles 4 and 6 are: a) Congruent  b) = 180 5) Measure of angles 1 and 5 are: a) Congruent  b) = 180 6) Measure of angles 3 and 5 are: a) Congruent  b) = 180 7) Measure of angles 4 and 5 are: a) Congruent  b) = 180 8) Measure of angles 2 and 6 are: a) Congruent  b) = 180 9) Measure of angles 4 and 8 are: a) Congruent  b) = 180 10) Angles 1 and 3 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles 11) Angles 1 and 5 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles 12) Angles 5 and 3 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles 13) Angles 3 and 6 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles 14) Angles 4 and 6 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles 15) Angles 1 and 2 are a) Corresponding Angles b) Vertically Opposite Angles c) Co-Interior angles d) Alternate Angles e) Supplementary Angles

Parallel Lines and Transversal Angles (NSW)

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