x = __________ DF = _________ FG = _________ DG = _________

1. _______________1. Name three collinear points. _______________2. Name three non-collinear points. _______________3. Name two congruent segments. _______________4. Name an angle bisector. _______________5. Name a right angle. _______________6. Name a pair of adjacent angles. _______________7. Name a pair of @, supplementary Ðs. _______________8. Name a pair of complementary angles. Unit 1 Review Stations Name: ________________________ Station 1: F G E A D ____________________; _________________ B C ______________9. Name a pair of supplementary Ðs that are not @. _________10. Name the vertex of Ð1. ___________11. Name the ray opposite to QN. ______________________12. Name a pair of vertical angles. _______13. Name a segment bisector. _______________14. Name three angles whose measures sum to 180°. ___________15. Name a line that contains point R. ____________16. Name a segment that contains point N. Station 2: I. _______1. Planes BEC Ç plane ABCD _______ 2. A plane that contains DE. _______ 3. AB Ç plane BCE. _______ 4. Three collinear points. _______ 5. Four non-coplanar points. _______ 6. Three points that are coplanar, but are not collinear. _______ 7. The plane that contains AD and point G. _______ 8. Plane ABCD Ç plane AFEB. II. III. x = __________ DF = _________ FG = _________ DG = _________ x = __________ AB = _________ BC = _________ AC = _________

2. I. II. x = _____________ mÐEFG = ________ mÐGFH = ________ mÐEFH = ________ x = _____________ mÐABD = ________ mÐDBC = ________ mÐABC = ________ III. IV. x = _____________ mÐIKL = _________ mÐLKM = ________ mÐMKJ = ________ mÐJKI = ________ mÐIKM = _________ x = _____________ mÐNPR = ________ mÐRPQ = ________ mÐNPQ = ________

3. Station 4 True or False ____1.) Through any two points you can draw an infinite amount of lines. ____ 2.) There is a finite amount of points on a line. ____ 3.) There is a finite amount of points on a segment. ____ 4.) Points that lie on the same plane are called collinear. ____ 5.) If two planes intersect, then their intersection is a point. ____ 6.) If two lines intersect, then their intersection is a plane. ____ 7.) You can name a line with two or three letters. Given: _________________________ Complete: 1) ÐCQB @ Ð______ 7) mÐCQG = ______ 2) ÐCQD @ Ð______ 8) mÐHQF = ______ 3) ÐBQG @ Ð______ 9) mÐBQG = ______ 4) mÐDQF = ______ 10) mÐGQF = _____ 5) mÐHQG = ______ 11) mÐHQC = _____ 6) mÐBQD = ______ 12) mÐBQH = _____ Matching ___ 1. _____ ___ 2. _____ ___ 3. _____ ___ 4. _____ ___ 5. _____ A. _______________________ B. _______________________ C. _______________________ D. _______________________ E. _______________________ Station 5 Find the distance and midpoint given each pair of points. (Leave all distances as simplified square roots). 1. 2. Distance: ____________ Midpoint: ____________ Distance: ____________ Midpoint: ____________ Given AB with midpoint M, determine the coordinate of the indicated point. 1. 2. A (____, _____) B (____, _____)