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Unit 1 Review – Station 1

Unit 1 Review – Station 1. Use the diagram to identify each. Make sure you use correct notation. R. N. 1. M. 2. P. Q. S. Given: Q is the midpoint of MS; Ð 1 @ Ð 2. L. 1. Name three collinear points. 8. Name a pair of adjacent angles.

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Unit 1 Review – Station 1

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  1. Unit 1 Review – Station 1 Use the diagram to identify each. Make sure you use correct notation. R N 1 M 2 P Q S Given: Q is the midpoint of MS; Ð1 @Ð2 L 1. Name three collinear points. 8. Name a pair of adjacent angles. 2. Name three non-collinear points. 9. Name the vertex of Ð1. 3. Name two congruent segments. 10. Name the ray opposite to QN. 4. Name an angle bisector. 11. Name a pair of vertical angles. 5. Name a pair of @, supplementary Ðs. 12. Give another name for Ð2. 6. Name a linear pair. 13. Name three angles whose measures 7. Name a right angle. sum to 180°. 14. Name a pair of complementary angles.

  2. Unit 1 Review – Station 2 F I. Solve for each variable and value. Show all work. G E II. A D A B C Given: B is the midpoint of AC, AB = 5x + 19 and BC = 10x - 16 B C Name each of the following using the diagram above. Make sure you use correct notation. 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. x = ______ AB = ______ BC = _____ AC = ______ III. D F G Given: DF = 7x + 5, FG = 12x + 8, and DG = 30x + 2 x = ______ DF = ______ FG = _____ DG = ______

  3. Unit 1 Review – Station 3 Solve for each variable and value. Show all work. Figures are not necessarily drawn to scale. I. II. x = ______ mÐEFG = ______ mÐGFH = _____ mÐEFH = ______ x = ______ mÐABD = ______ mÐDBC = _____ mÐABC = ______ A G Given: mÐEFG = 4x, mÐGFH = 8x, and mÐEFH = 14x - 22 D E Given: mÐABD = 8x + 25 and mÐDBC = 7x + 5 B C F H L III. IV. N P Q I K M Given: mÐNPR = 4x + 32 and mÐRPQ = 5x + 40 R Given: mÐLKM = 6x + 1 and mÐJKI = 7x - 11 J x = ______ mÐIKL = ______ mÐLKM = _____ mÐMKJ = ______ mÐJKI = _____ mÐIKM = ______ x = ______ mÐNPR = ______ mÐRPQ = _____ mÐNPQ = ______

  4. Unit 1 Review – Station 4 Find the distance and midpoint between the below points. Keep all distance calculations in radical form. I. II. A = (-1, 4) and B = (-3, 6) Length of AB = ________ Midpoint of AB = _________ A = (5, 7) and B = (8, 3) Length of AB = ________ Midpoint of AB = _________ III. IV. A = (3, 1), B = (3, -5), C = (9, -5), D = (9, 1) Rectangle? ________ Area of ABCD = _________ Center of a circle is located at (-3, 8). A point on the circle is located at (2, 4). What is the length of the radius?

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