1 . MODEL WITH MATHEMATICS A city planner is designing a new park using a map of the city on a coordinate plane. The planner wants the entrance of the park to be at least 4 meters away from Washington Avenue. On the map, Washington Avenue contains the points (2, -4) and (11, -1). a. If the city planner wants to build the entrance of the park at (3, 3), will the entrance be at least 4 meters away from Washington Avenue? If yes, how far away will the entrance be from the street? Let every unit represent 1 meter. yes Select Choice Yes/No 6.32 / 7.62/8.54m/entrance will be 4m away from washington avenue . b. What assumption did you make while solving this problem? I assumed that the section of Washington Avenue between the given points was Select Choice v. straight / wowed g. AB has a slope of 2 and midpoint M(3, 2). A segment perpendicular to AB has midpoint P(4, -1) and shares endpoint B with AB . a. Graph the segments on a separate sheet of paper. b. Find the coordinates of A and B