What type of quadrilateral is formed by the following 4 points on a coordinate plane? А: (1, 1) B: (3, 2) C: (2, 0) D: (0, -1) Graph these points on graph paper so that you can see what it represents visually.

30. These points are the vertices of a triangle: (-4,3), (2, 2) and (3,-2). Graph these points and label them on the grid below. Reflect this triangle in the y-axis and label the results A', B' and C'. Finally, reflect the three new points over the x-axis and label these 3 new points A", B", and C". Give the coordinates of these points in the blanks below. -7 A' = A" = -6 -5 -4 B' = B": || -3 -2 -1 C' = C" = 4 3 2 1- 0 -1 -2- -3 + -5 1 2 3 4 10 5 6 7

Use the information provided to write the equation of each circle. 18) Center: (-15, 14) Radius: 1 A) (x+14)²+(y+15)² = 1 B) (x+15)²+(y-14)² = 1 C) (x+15)²+(y-14)² = 4 D) (x-14)²+(y-15)² = 1 ==

2. Use grid paper. Draw and label a coordinate grid. Plot each ordered pair. Explain how you moved to do this. F(3, 5) G(6, 7) H(9, 2) 1(1, 10) J(7, 0) 3. a) Point A has coordinates (0, 17). What do you know about Point A? b) Point B has coordinates (24, 0). What do you know about Point B? c) What is the location of a point with coordinates (0, 0)? How do you know?

Which set of coordinates would be used as the 4th vertex in the graph below, in order to create a parallelogram? A. (9, -2)   B. (8, -2)   C. (7, -1)   D. (10, 3)