Engage students and deepen their mathematical understanding with creative, hands-on art projects. Students use place-value knowledge to "build" Place-Value Skylines, multiply to create "Be Mine" Multiplication arrays, measure to create Area & Perimeter Pals, collect, display, and interpret data to assemble Sand Castle Glyphs, and more. Projects feature easy-to-find materials, step-by-step how to's, and reproducible templates and record sheets. Math and art connection makes math concepts meaningful Great for introducing skills and concepts, reteaching, reinforcement, or review Activities use easy-to-find materials Includes step-by-step how-to's Meets national and state math standards

An activity drawing guide by a Caldecott Medalist combines simple instructions and a bound-in stencil for a variety of projects that demonstrate how to create professional-looking posters and displays out of basic shapes. Original.

This engaging book presents the essential mathematics needed to describe, simulate, and render a 3D world. Reflecting both academic and in-the-trenches practical experience, the authors teach you how to describe objects and their positions, orientations, and trajectories in 3D using mathematics. The text provides an introduction to mathematics for game designers, including the fundamentals of coordinate spaces, vectors, and matrices. It also covers orientation in three dimensions, calculus and dynamics, graphics, and parametric curves.

In Math Art and Drawing Games for Kids, you’ll find an amazing collection of more than 40 hands-on art activities that make learning about math fun! Make Art + Learn Math Concepts = Become a Math Genius! Create fine art-inspired projects using math, including M. C. Escher’s tessellations, Wassily Kandinski’s abstractions, and Alexander Calder’s mobiles. Make pixel art using graph paper, grids, and dot grids. Explore projects that teach symmetry with mandala drawings, stained glass rose window art, and more. Use equations, counting, addition, and multiplication to create Fibonacci and golden rectangle art. Play with geometric shapes like spirals, hexagrams, and tetrahedrons. Learn about patterns and motifs used by cultures from all over the world, including Native American porcupine quill art, African Kente prints, and labyrinths from ancient Crete. Cook up some delicious math by making cookie tangrams, waffle fractions, and bread art. Take a creative path to mastering math with Math Art and Drawing Games for Kids!

Maths + history + jokes - boring bits = A Quick History of Maths. This book begins around 43,000 years ago with a notched baboon leg, the Lebombo bone (the very first mathematical object in the world) and rushes us past Hindu numerals and the invention of zero, via Pythagoras, Pascal and probability, right up to the present day, with big data and the maths that rules our digital lives. Geometri-cool! You will discover: How to count on your fingers (there are more ways than you might think!) Why we have 60 seconds in a minute (hint: it’s to do with the ancient Babylonians) How to count like an Egyptian (using hieroglyphs) Why it’s hip to be square using square numbers A Pythagorean party trick The naked truth of Archimedes’ bath time mathematics How to do matha-magic with magic squares …and much more. In chronological order from pre-history to present day, this is the story of maths itself. It’s 43,000 years of human mathematical endeavor squeezed into one book for your reading pleasure. Illustrated with funny cartoons and packed with fascinating facts, you’ll be laughing and learning how to be a better mathematician.

"This picture book traces the impressive career of Sophie Kowalevski, the first woman to receive a doctorate in mathematics requiring original research. As a girl, Sophie is fascinated by the equations her father uses to wallpaper her room. She proves herself a prodigy, and tutors are impressed enough to give her private lessons. Despite universities that refuse to allow women on campus or to pay them to teach, Sophie is able to distinguish herself with her research into partial differential equations. Sophie receives a doctorate and becomes the first female professional mathematician in Northern Europe. The book mentions several of Kowalevski's mathematical contributions and closes with an encouraging message about women in mathematics"--