Quadratic Eguation Project Parabolas All Around Us Objective: Create a poster showing me that you understand how to apply what we've learned about quadratic to the world around us. 1. Find a reallife image displaying a parabolic shape. I I will provide provide a list of parabolic shapes of well-lmown places in the world and around the tri-state area. If you are not interested on any of the places I provide: find one that you find interesting, Make sure you inform me. I You will be doing research on the real-life parabola that you choose. I recommend you to pick something you find interesting. 2. Create a quadratic function that models your image. I Upload the image to Demos using the plus symbol on the upper left-hand side. I Each of you will be creating your own unique equation. A. Place the ends of your parabolic image on the x-axis. You can use the option center to move around your image. B. Graph your equation over the image using Desmos. Write the equation in veitex form. it will be easier to trace a parabola around the image you chose. ***The vertex and the y-intercept cannot be the same point.*** C. After you are done nding your unique quadratic equation= nd the following points of intersection: vertex. y-intercept. and zeros. I Print your image with the graph on top of it (when the print page comes up= make sure you are only printing one page.) 3. Create your poster. I. 1Write the equation that you created at the top of the poster board. Make sure the equation is in standard form. II. Label the following points of interest on your graph. You may draw them by hand. 0 Vertex o Rootsx'zeros 0 Axis of Symmetly o Yintercept III. 1Write the equation in vertex form. Copy down the equation you found on Desmos. 0 Be sure to write in complete sentences. \"The vertex form of the equation is IV. Put the equation in standa1d form. 0 Be sure to show all your work and use complete\" sentences. T'he standard form of the equation is " V. Direction of opening section: You need a statement such as \"The parabola of this equation opens because