Geometry Reporting Category: Reasoning, Lines, & Transformations Triangles Assessment 2 Name___________________ Date____________________ Answers 11.___D___ 16.___D___ 12.___B___ 17.___A___ 13.___B___ 18.___C___ 14.___A___ 19.___A___ 15.___C___ 20.___B___ 11. If line m is parallel to line n, find mEFG . (3 x 18) E m F G (2 x 12) A 12. 13. 20 B 72 C n 100 D 108 Consider the following statements. p: two lines are parallel q: corresponding angles are congruent Which of the following is the symbolic representation of the If two lines are not parallel, then corresponding angles are not congruent. q p A p q B C q p pq D Which lines are perpendicular? Line 1: 2x + y = 4 Line 2: y=x–7 1 Line 3: x – y = -3 2 A Lines 1 & 2 B Lines 1 & 3 C Lines 2 & 3 D None of the lines are perpendicular Geometry Assessment 2 Reporting Category: Reasoning, Lines, & Transformations Triangles 14. Jose is using a straightedge and compass to complete the construction shown Which best describes the construction shown? A a line through P parallel to line l B a line through P intersecting line l C a line through P congruent to line l D a line through P perpendicular to line l 15. The rectangle ABCD shown in the diagram is reflected across the line y = 2. What are the coordinates of A’? A (0, 3) B (3, 0) C (4, 1) D (4, -3) Geometry Reporting Category: Reasoning, Lines, & Transformations Triangles 16. Based on the diagram below which statement is true? A B C D 17. Assessment 2 a || b b || c a || c d || e If the endpoints of AB are A (-4, 5) and B (2, -5), what is the length of AB ? 61 A 2 34 B 2 C D 8 18. Which of the following is correctly matched based on the given conditional statement? GIVEN: If you do not enter the contest, then you cannot win the contest. A B C D Inverse: If you cannot win the contest, then you do not enter the contest. Converse: If you enter the contest, then you can win the contest. Inverse: If you enter the contest, then you can win the contest. Converse: If you cannot win the contest, then you enter the contest. 19. The coordinates of the vertices of Δ CDE are C(-3, 1), D(-1, 4) and E(-6, 4). A transformation applied to Δ CDE creates a congruent triangle SQR. The new coordinates of two vertices are Q(-1, 6) and R(-6, 6). What are the coordinates of S? A (-3, 3) C (1, 3) B (-1, 1) D (-1, 3) 20. A B C D Which triangle is congruent to Δ CAT by the ASA Postulate? Δ DOG Δ GDO Δ INF Δ FNI