Directions: Show your work / justify your reasoning for full credit. Coordinate Geometry You can use the Pythagorean Theorem to find the distance between two points on the coordinate plane. Example: Use the Distance Formula to find the distance between R(2, -3) and S(5, 4). Round to the nearest tenth if necessary. Replace (x , ),) with (2, -3) and (x,, y,) with (5. 4). d = V(x - x, ) + (), - y,) RS = V(5 -2) + 14 -(-3)1 RS = V3' + (4 + 3) RS = V3 + 72 RS = V9 + 49 RS = V58 RS - 7.6 The distance between R(2, -3) and S(5, 4) is about 7.6 units. Find the distance between each pair of points. Round to the nearest tenth, If necessary. 1. A(- 1, 5), B(2. -5) 2. J(-3, 1), K(-3, -4)