You've been brought on board by Íþróttasamband Íslands with a unique task: promoting Iceland as the ideal host for the 2036 Olympics. Unlike traditional Olympic-hosting cities, Iceland lacks a single metropolis large enough to accommodate the games. [br]However, a brilliant concept has emerged: - advocating for Iceland as the host nation and spreading the Olympic Games across various locations throughout the country.
Two urban city planners work together to design a proposal for neighbourhood that will host 3 sports max.[br]A pair of urban city planners collaborate to draft a proposal for a neighborhood.
This project has 10 steps. The steps 1 and 2 are done before entering GeoGebra:[br]1. **Neighborhood Selection**: Choose a neighborhood for your Olympic project. Your teacher will provide a printed map of the selected area. (before entering the GeoGebra file)[br]2. **Sports Selection**: Collaborate with your partner planner to select sports for your neighborhood. (before entering the GeoGebra file)[br]
Design one of your sports arenas in a circular shape and provide the equation defining the circle equation below
Locate a perpendicular cross-section where the main Olympic Square will be situated. Write the equations for the perpendicular lines that define this area.[br]