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[ 책 소개 ]
1은 하나입니다. 하지만 1은 하나보다 더 많을 수도 있습니다. 한 짝은 두개고, 일주일은 7일이며, 1개의 야구팀은 9명, 1타스는 12개입니다. 때로는 1이 여러개의 숫자를 의미할 수도 있습니다. 한 가족은 2명도 될 수 있고 여러명이 될 수도 있지요. 한 무리의 새떼와 한개의 숲은 새와 나무를 셀 수조차 없지요. 하나의 바다 역시 셀 수 없이 많은 물방울들이 모여서 만들어 지고 하나의 해변에도 수많은 모래들이 모여서 만들어지지요...
수의 개념에 관한 고정관념을 깨트릴 수 있는 재미있는 수학책입니다. Caldecott 수상작가인 Donald Crews가 그림을 그렸습니다.
튼튼한 | 닫기x |  What is 하드커버?
양장본이라고도 불리우며, 표지가 단단한 판지로 만들어진 책입니다.
판지를 천이나 가죽으로 감싸기도 합니다. 책의 속지는 일반적으로 중성처리된 종이(Acid-free paper)를 사용해서 잘 변질이 되지 않기 때문에 오랫동안 보관하기에 적합합니다. 이 종류의 책은 더스트 재킷, 또는 더스트 커버로 불리는 표지덮개가 함께 있는 경우가 많습니다. 간혹 내부 속지가 콩기름 코팅이 된 경우 고약한 냄새가 나는 책도 있습니다.
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[ 서지 정보 ]
Edition: Hardcover: 24 pages
ISBN-10: 0688141021
ISBN-13: 978-0688141028
책 크기 : 26.2cm x 21cm
[ 영문 서평 ]
Book Description
Explains how the number one can refer to a single item, the two shoes in a pair, the seven days in a week, the twelve eggs in a dozen, all the trees in a forest, and much more.
From the Publisher
Everyone knows that one is one. But can ONE be more than one? Absolutely! ONE PAIR is always two; ONE WEEK is seven days; and ONE DOZEN is always twelve. And that's just the beginning of this brilliant and original counting book.
Publishers Weekly
Budding Noam Chomskys may be disappointed that this book doesn't address the linguistic question of why singular nouns can refer to groups of things or people. Just about everyone else, however, is certain to enjoy how these two veterans of children's literature show that "one can be more than one." Schlein's (I Sailed with Columbus) text is simple but always playful, whether she's explaining that "a pair of shoes is always two," or using the various permutations of a family to show that "one can be different, different every time." Caldecott Honor artist Crews's (Freight Train) watercolor and gouache illustrations have an airy, often impressionistic feel that works well with Schlein's non-pedantic approachalthough he displays a surer hand in depicting nature (a flock of birds, a school of fish) than in rendering people.
Children's Literature
Miriam Schlein teaches young children that numbers are not always what they appear to be. This wonderful link of language arts and math works even better because of the illustrations by award-winning artist Donald Crews.
School Library Journal
In this concept book, readers learn that one can be more than one, as when "one pair of shoes is two shoes." Throughout the book, this idea is expanded upon to show that the number one can represent other numbers. The colorful watercolor and gouache artwork clearly illustrates each concept as it is introduced. People of various races and ages obviously enjoy one another's company and help make mathematically abstract ideas more concrete. More Than One is more than the usual counting book and is an enjoyable, accessible introduction to the world of numbers.
Kirkus Reviews
Can one be more than one? Yes, when there are two shoes in one pair, nine players on one baseball team, and twelve eggs in one dozen. One family can be two or three or four or more people, and one ocean "has billion/and trillions/and skadillions/of drops of water"—but they are still one family and one ocean. Schlein (Big Talk, 1990, etc.) shows that one doesn't have to be but always is one, and makes an intriguing puzzle for children to ponder. Crew's illustrations, as comfortable and sturdy as the pair of shoes "on your feet/or under the bed," and as wispy and full of flight as a flock of birds that is "awfully hard to count," are nicely wedded to the concept. |
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