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All of the Above Author: Shelley Pearsall Illustrator: Javaka Steptoe Publisher: Little, Brown and Company Copyright: 2006 ISBN: 9780316115261 Number of Pages: 253 Ohio Standards Alignment: Grades 5–8
Based on a true 2002 school project conducted at Alexander Hamilton School in Cleveland, Ohio, All of the Above tells the story of four innercity middle school students and their mathematics teacher and their quest to build the world's largest tetrahedron. The story is told in the form of journal entries written by the students and their teacher. Facts about tetrahedrons are included, as are connections between mathematics and life. Extra tidbits include intriguing mathematical problems and food recipes readers can try.
Go to: How to Use This Book Highlights and Insights Related ORC Resources Ohio Standards


How to Use This Book

 This book could be assigned as extra credit to support the study of tetrahedrons.
 This book could be read as inspiration for a class project in mathematics.
 This book could motivate students to see how often mathematics occurs in their own life.
 The recipes in this book could be used for ratio/proportion/fraction lessons.
 This book could be used to inspire both teachers and students in mathematics. The student insights can provoke a great deal of conversation.


Highlights and Insights

 The manner in which facts about tetrahedrons are presented in this book is definitely not that of a typical textbook. The informal, conversational style may pique the interest of students who are not ordinarily interested in textbook mathematics.
 A tetrahedron pattern (net) and directions for construction are included.
 Questions under "Reader's Guide" go beyond mathematics to probe student feelings and reactions.
 The story reads easily and, because it is a true story, is very inspiring.
 There are also a lot of little problems to solve as the story goes along, thus keeping students continually engaged in mathematics.
 There are sketches on some pages that support the ideas of the book. It would have been nice to have a picture of what the tetrahedron looked like in the real life version.


Related ORC Resources

Resource Type: Lessons Discipline: Mathematics Grades: Grades 6–7 Professional Commentary: Each student constructs a tetrahedron and describes the linear dimensions, area, and volume using nontraditional units of measure. Four tetrahedra are combined to form a similar tetrahedron whose linear dimensions are twice the original tetrahedron.... Virtual Polyhedra and the Real World Resource Type: Content Supports  Reference materials Discipline: Mathematics Grades: Grades 8–12 Professional Commentary: Using Web resources, students can study the complex geometric structures called polyhedra by examining online models, creating threedimensional paper models, and viewing photographic, graphic, and animated examples of polyhedra. Students can create Web pages to illustrate their explorations with geometric solids, beginning with the five Platonic solids (tetrahedron, cube, octahedron, dodecahedron, and icosahedron), and extending to... Resource Type: Lessons Discipline: Mathematics Grades: Grades 6–8 Professional Commentary: This site challenges students to find all possible nets that can be folded into a cube (there are 11 of them) and to identify the properties that characterize those nets that can be folded into a cube versus those that cannot. The lesson can be taught using centimeter grid paper, NCTM developed applets, or handson mathematics... Geometric Solids and Their Properties Resource Type: Lessons Discipline: Mathematics Grades: Grades 5–7 Professional Commentary: In this interactive geometry investigation, students explore geometric solids and their properties. There are five parts to the investigation that include the rotation of shapes on the computer screen as well as plans for straw construction of solids and patterns for nets.... ODE Assessment Item, Grade 8: Folding a Net Resource Type: Assessments Discipline: Mathematics Grades: Grades 7–8 Professional Commentary: Students are asked to identify the 3dimensional object formed when a net is folded. This multiplechoice question is a sample item used in the 2005 Ohio Grade 8 Achievement Test (see Overview of Ohio's Assessment System).... Introduction to Fractals: Geometric Fractals Resource Type: Lessons Discipline: Mathematics Grades: Grades 9–12 Professional Commentary: This lesson follows an introduction to fractals in a lesson on Infinity, SelfSimilarity, and Recursion. In this followup lesson, students work with applets that demonstrate Sierpinski's Triangle and Sierpinski's Carpet to look for patterns and limiting values in twodimensional fractals....


Ohio Standards

Number, Number Sense and Operations Standard
Measurement Standard
Geometry and Spatial Sense Standard


