The Rabbit Problem

By Gravett, Emily

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ISBN
978-1-44241-255-2
Publisher
Simon


REVIEWS

School Library Journal

Reviewed on December 1, 2010

Gr 1-5 If a pair of rabbits is put together under certain conditions ("NO Rabbits may leave the field"), how many will there be in one year? This puzzle, posed by Fibonacci in the 13th-century, is the premise for Gravett's latest work. The cover depicts a bemused rabbit calculating at a blackboard. The endpapers cast a wider view, with more of the problem shown visually and verbally. Readers follow a rabbit through an underground tunnel (title page) and emerge from a die-cut hole into a field-at the to...Log In or Sign Up to Read More

Horn Book Magazine

Reviewed on January 1, 2011

The always inventive Gravett takes a look at Fibonacci's mathematical rabbit problem, introduced (in simplified form) on the endpapers: "If a pair of baby rabbits are put into a field, how many pairs will there be: a) At the end of each month? b) After one year?" The book is designed as a calendar, to be turned sideways, and can actually be hung on a wall—there are holes in each page and even in the covers. January starts with one lonely rabbit, who puts out a call for a friend. Soon this bunny and partner are expecting an...Log In or Sign Up to Read More

Horn Book Guide

Reviewed on January 1, 2010

In this book designed as a calendar, Gravett looks at Fibonacci's mathematical rabbit problem, introduced on the endpapers. January start...Log In or Sign Up to Read More

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