HISTORICAL QUEST Thoth, an ancient Egyptian god of wisdom and learning, has abducted Ahmes, a famous Egyptian scribe, in order to assess his intellectual prowess. Thoth places Ahmes before a large funnel set in the ground (see Figure 1.8 on the nest page). It has a circular opening 1,000 ft in diameter, and its walls are quite slippery. If Ahmes attempts to enter the funnel, he will slip down the wall. At the bottom of the funnel is a sleep-inducing liquid that will instantly put Ahmes to sleep for eight hours if he touches it.* Thoth hands Ahmes two objects: a rope 1, 006.28 ft in length and the skull of a chicken. Thoth says to Ahmes, “If you are able to get to the central tower and touch it, we will live in harmony for the next millennium. If not, I will detain you for further testing. Please note that with each passing hour, I will decrease the rope’s length by a foot.” How can Ahmes reach the central ankh tower and touch it?
Note that there are two ankh-shaped towers. One stands on a cylindrical platform in the center of the funnel. The platform’s surface is at ground level. The distance from the surface to the liquid is 500 ft. The other ankh tower is on the land, at the edge of the funnel.
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Nature of Mathematics (MindTap Course List)
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- Mathematics For Machine TechnologyAdvanced MathISBN:9781337798310Author:Peterson, John.Publisher:Cengage Learning,