MATHEMATICS FORMS the foundation for nearly everything we do--from finance to physics, and architecture to astronomy. Math not only describes our world, but also reveals its beauty and mystery.
MATHEMATICS FORMS the foundation for nearly everything we do--from finance to physics, and architecture to astronomy. Math not only describes our world, but also reveals its beauty and mystery.
Traveling Bear doesn't want lessons from his new math tutor, Ms. Flo, until he decides to give her a chance. Then he learns that trying new things can be really "sweet!"
Horrible Harry thinks he's the world's second-best detective (second to Sherlock Holmes, of course), but the rest of the kids in Room 3B aren't as sure. So he's determined to prove himself by solving the latest mystery at South School: a cafeteria contest has just begun, and Harry wants to figure out how to win it. He knows Mrs.
This TumbleMath poem teaches students how to count by 2s using multiplication strategies, thereby identifying even numbers. This will help build a foundation for skip-counting with higher numbers.
Monkey has gathered a huge pile of tasty coconuts. Before he can enjoy them he must count them. He discovers counting in sets is the fastest way to complete the task.
This lively concept book shows that the world around us is filled with things to count. Three are the dim sum carts filled with yummy treats, eight are the candles on a birthday cake, and ten are the bamboo stalks growing in a garden. Many of the featured objects are Asian in origin, but all are universal in appeal. With brilliantly colored illustrations, an ear-pleasing text and an informative glossary, this truly multicultural book will make counting a fun part of every child's day!
When young Per visits her uncle Sir Cumference, aunt Lady Di of Ameter, and her cousin Radius, they teach her how to play Inners and Edges. After Per finds a clue linking the game to the mysterious castle of the Countess Areana, she and Radius sail to the island of Immeter. There, they have to decipher cryptic clues while avoiding a sea serpent. To unlock the island's secret, Per has to figure out how to find the perimeter and area of a circle. Only then can she become Per of Immeter.
King Arthur has issued a challenge. The first knight to find the sword, Edgecalibur, will be the next king. Sir Cumference, Lady Di of Ameter, and Radius help their friend, Vertex, find the sword.
