Description

How Many? is not like other counting books. In How Many?, there are multiple things to count on each page. Students might count one pair of shoes, or two shoes, or four corners of a shoebox. They might discuss whether two shoes have two shoelaces, or four. They might notice surprising patterns and relationships, and they will want to talk about them. In this accompanying Teacher' s Guide, Christopher Danielson explores deep mathematical ideas such as counting, number language, units, grouping, partitioning, place value, and vocabulary. Throughout, he shares stories and excerpts from real classrooms where he facilitated How Many? discussions. Danielson helps teachers anticipate what students might notice and gives practical suggestions for facilitating rich conversations with students. Danielson' s interest in students' ideas is infectious, and readers will soon find themselves seeking out opportunities to ask young mathematicians, How Many?

How Many? A Counting Book

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£20.32

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Usually despatched within 4 days
Hardback by Christopher Danielson

1 in stock

Short Description:

How Many? is not like other counting books. In How Many?, there are multiple things to count on each page.... Read more

    Publisher: Stenhouse Publishers
    Publication Date: 25/04/2018
    ISBN13: 9781625311825, 978-1625311825
    ISBN10: 1625311826

    Number of Pages: 36

    Non Fiction , Politics, Philosophy & Society

    Description

    How Many? is not like other counting books. In How Many?, there are multiple things to count on each page. Students might count one pair of shoes, or two shoes, or four corners of a shoebox. They might discuss whether two shoes have two shoelaces, or four. They might notice surprising patterns and relationships, and they will want to talk about them. In this accompanying Teacher' s Guide, Christopher Danielson explores deep mathematical ideas such as counting, number language, units, grouping, partitioning, place value, and vocabulary. Throughout, he shares stories and excerpts from real classrooms where he facilitated How Many? discussions. Danielson helps teachers anticipate what students might notice and gives practical suggestions for facilitating rich conversations with students. Danielson' s interest in students' ideas is infectious, and readers will soon find themselves seeking out opportunities to ask young mathematicians, How Many?

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