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Anil Saigal 11/22/2010 PROBLEM # 1 Please send your solutions to mr.asaigal@gmail.com.
------------------------------------------------------------------------------------------------------------- Problems from 11/11/10
PROBLEM # 1 Four men want to cross a bridge. The bridge is of a width such that a maximum of 2 people may cross at a time. One man takes 10 minutes to cross, another takes 5 minutes to cross, another takes 2 minutes to cross, and the last takes 1 minute to cross. Let's call these men A, B, C, and D, respectively. Here is the catch. If two people cross the bridge together, they must walk at the pace of the slower one. So if A and B cross, they take 10 minutes. Also, it is night. Each trip requires a flashlight. There is only one flashlight. The men are not allowed to toss the light over the river. How fast can you get all 4 men over the bridge? SOLUTION
PROBLEM #2
John has a miniature Pyramid of Egypt. It is 4 inches in height. John was invited to display it at an exhibition. John felt it was too small and decided to build a scaled-up model of the Pyramid out of material whose density is (1 / 3) times the density of the material used for the miniature. He did a "back-of-the-envelope" calculation to check whether the model would be big enough.
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