Surviving on a Deserted Island and Polar Bears
Wednesday, February 22nd, 2012Today I played a game with my students called “Deserted Island”. In this activity, the class is divided into groups of 2 or 3 students. They must pretend that they are stranded on an island, unable to leave. But they are allowed to bring 1 object with them. This object can be anything they imagine. Then I give each group a different survival problem that they must solve using each of their objects. The students delivered great presentations, answered all of my questions, and were very creative.
Group A had this problem: One of you is drowning, but none of you know how to swim. How will you save the drowning person?
The 2 students chose to bring a saw and a girl. The student who was not drowning used the saw to cut down a tree and build a boat (with amazing speed) to rescue his friend. (The girl did not help because she resented being considered an “object”).
Group B had this problem: Two of you accidentally fall into quicksand. You are sinking fast! What will you do?
They chose to bring a knife, water, and the always useful: elephant. They theorized that the elephant would sink faster and plug the hole because of its size, so they could kill it for food and drink water later. I felt sorry for the elephant.
Group C had this problem: You meet a pretty girl on the island. She wants to enjoy a romantic dinner with you. What will you prepare?
They chose to bring a gun, a saw, and a lighter. Their solution was to kill a wild animal using the gun and to cook it using the lighter. My favorite part was last: in order to make the dinner more romantic, the last student used his saw to make a wooden table and chair for the girl. How thoughtful!
After playing this game, the other Teacher introduced a mathmatical problem involving a hunter who leaves his tent to search for animals. Returning to his tent hours later, he sees the backside of a bear running away. What color is the bear? (I left out some details because this was how random the question seemed to me at first). I imagined the bear sitting down in a chair with blue wet paint. Then the teacher re-explained how the man how traveled South, East, and North. How is it possible that he returned to his tent without traveling West? This time I imagined that it was not actually a bear. The man had actually gone backwards in time and was witnessing himself leaving his tent, mistaking it for a bear! (I have the mind of a screenwriter, not a mathmatician.) It turns out that the answer was white, because this unique directional situation could only happen in the North Pole, where bears are white.