SEVEN GOLDEN RINGS

Once upon a time there lived a rajah who, despite his good nature, lacked the mathematical ability to properly govern his kingdom….

As a result, his people suffer. One such is Bhagat, a nimble-thinking and hardworking but impoverished young man who lives with his mother in a distant village. Bhagat is a passionate singer, so when he hears that the king is holding auditions for the royal troupe, he travels to the palace to audition. Due to his family’s poverty, Bhagat is able to carry only 1 rupee and seven links from his mother’s wedding chain. When he arrives at his destination, the innkeepers demand a ring in advance for every night that Bhagat stays, but the goldsmith charges 1 rupee per link to break it. How can Bhagat make the necklace last without wasting a single link? With some clever reasoning and base two math, Bhagat makes his resources stretch long enough to get an audience with the rajah—and a new, unexpected opportunity. This heartwarming rags-to-riches story is accompanied by vivid illustrations that pulse with detail, movement, and color. However, the middle of the story consists mostly of expository text detailing different ways to divide the set of seven rings into multiple parts, an abstract diversion that brings the plot to a grinding halt. An author’s note discusses base 10 and binary systems. (This book was reviewed digitally with 9-by-22-inch double-page spreads viewed at 36.1% of actual size.)

A cleverly imagined story with a delightful premise but uneven plot.