Welcome to Miss Granholm's blog! Here you will find information for the classes I teach. Please use this blog to help you be a successful math or guidance student and let me know via e-mail if you have any questions. Enjoy the blog and feel free to appropriately comment on any of the posts!
Monday, September 20, 2010
Problem of The Week: Due Friday, September 24
On the ancient island of Circulus, archaeologists found a series of caves. In the first cave they found a circle with 560 stones. In the 2nd cave they found a circle with 8 fewer stones than in the first cave. Each new cave had a circle with twice as many stones missing from the circle than in the previous cave. For example, there were 16 fewer stones in the 3rd cave than in the 2nd cave. If the stone circles continue in this way, which cave would have the last stone circle?