YOUR ASSIGNMENT: You know that functions can be used to model many real-world situations. Transformations allow functions to be more flexible in the situations that they model. Use the distances shown in the table to sketch your project. Identify points on the coordinate plane and use these points to find a function that represents your structure. Finally, confirm your function using the graphing tool. Project Radio Telescope | Arched Bridg Distance from toll booth/control room to center of bridge/dish: 100 m 100 m Height of support structure: 50 m NA Maximum height/depth: 10 m 20 m Maximum width: 60 m 60 m Your choice: (1 point) equie bne sais Radio Telescope Dish Arched Bridge Your sketch: 1. Make a sketch of your project. This will be either an upward or downward turned parabola. Show the measurements from the table on your sketch. (3 points) 2. Sketch your project on a coordinate plane. The toll booth (bridge project) and control room project) should be located at the origin.5/29/22. 6:52 PM Apex Learning - Practice Assignment Project Radio Telescope Arched Bridge Distance from toll booth/control room to center of bridge/dish: No change No change Height of support structure: No change NA Maximum height/depth: 15 m deeper 10 m taller Maximum width: 40 m wider 40 m wider 8. Apply these changes to find the new coordinates of the endpoints and vertex of your structure. Explain your reasoning. (4 points: 1 point for the coordinates of each of the 3 points, 1 point for the explanation) coordinates of endpoints (010) ( 200, 0) vertex (100, 30 ) 9. Write the new equation (in standard form) modeling your structure. Explain your process. (6 points: 1 point for the vertical shift, 1 point for the horizontal shift, 1 point for a, 1 point for the correct standard form, 2 points for the process) You did it! Congratulations! The clients are very pleased - you transformed the parent function into a function that fits their needs perfectly