Download e-book for kindle: Boot Hill by Brian Blume, Gary Gygax

By Brian Blume, Gary Gygax

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FANCY FIGURING 61 ANTSY ANT An ant decides to race along a ruler, starting at the 12-inch end. He runs from the 12-inch mark to the 6-inch mark in 12 seconds. How many seconds will it take him to reach the l-inch mark? A BURNED RECEIPT T his important receipt was badly burned in a fire. Can you re­ construct the missing digits so that the equation works? IN THE OLD CEMETERY In the old cemetery, you stumble upon two tombstones. T he dots indicate places where the stones are so worn that the dates have been erased.

Front view K notted Mug Although the string appears knotted around the mugs handle , you can easily free the mug. First, loosen the loop at the handle. Then, widen the loop by pulling more string through it. And fi­ nally, pull the mug through the widened loop. STRETCHY SHAPES &: SQUlGGLY LlNES I . loosen loop 2. Widen loop. 39 3. Pu ll cup free. A FLY'S VIEW A topologist views geometrical figures a little differently than an ordinary mathematician. For example , he recognizes that the out­ side of a figure is just as important as the inside, and that the kind of movement possible between outside and inside reveals some­ thing important about the mathematical nature of the figure.

CHASING SHADOWS Logical problem-solving always means a careful observation of the evidence. Look at the illustration of a tall tree seen from above and the shadow it casts at various times of day. Study the shadows carefully and identify four mistakes in the picture. M. � W+E s 12 noon Chapter 7 AMAZING MAPS & MAZES Canals of Mars • Tangle Teasers • Falling Rocks • Maze Master • Rooms in the Castles Like everyone else, mathematicians love a challenge. Cleverly de­ signed maps and mazes can tickle even the most serious mathe­ maticians fancy because they provide surface models of ideas, like fixed geometry, continuous networks, and topological space, that fas­ cinate most mathematical minds.

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