Centered around a board game come to life, this story sparks the imagination of its readers. Jumanji is a Caldecott award-winning story about a boy and girl who discover a magical board game while their parents are away at the opera. Peter and Judy decide to bring the board game home and play with it, but they quickly discover that Jumanji is far more than an ordinary experience. As the children roll the dice, a jungle begins to emerge in their house. Soon Peter and Judy must make an important decision: whether to play Jumanji through to the end of the game, or to stop pl
A group of Jesuit Priests invite Rabbi Daniels to join them on their investigative visit to Nicaragua shortly after the Sandinista revolution toppled the Somoza dictatorship. Rabbi Daniels is interested in going so he can determine if this new revolutionary government is anti-Semitic, as is being charged by the U.S. Government. He is told by the State Department that if he goes down to Nicaragua as a rabbi, he will be killed. The Jesuits promise to protect him with their lives by hiding his identity as he trave
OpenSciEd High School addresses all high school NGSS standards. This comprehensive science curriculum empowers students to question, design, investigate, and solve the world around them.
This kit contains the following items:
IM Geometry is problem-based core curriculum rooted in content and practice standards to foster learning and achievement for all. Students learn by doing math, solving problems in mathematical and real-world contexts, and constructing arguments using precise language. Teachers can shift their instruction and facilitate student learning with high-leverage routines that guide them in understanding and making connections between concepts and procedures.
Illustrative Mathematics K-5 MathTM is an IM Certified product providing trusted, highly rated materials to ensure students thrive in mathematics. Each Illustrative Mathematics lesson has four phases, from pre-unit practice modules to cool downs, focusing students’ attention on definitions, notations, and graphical conventions contributing to the development of real numbers.
The big ideas in