In this unit, students represent and analyze mathematical situations using algebraic symbols, they come to understand the basic notions of equality and equivalent expressions through informal problem-solving. They learn how variables are used to represent change in quantities and also to represent a specific unknown in an equation.
The Teacher Guide is designed to provide background information on the mathematics being taught in this unit, the learning environment, mathematical communication, and differentiated instruction. Also included:
The Teacher Guide Package includes the Teacher Guide, the 3-Year Teacher Guide eBook License, the Scrapbook, and the Center Book (Level K Only).
Teacher Guide + 3 Year License – It provides lesson planning support in the form of materials lists and unit overviews as well as background information on the geometry, measurement, or number concept being introduced. Mathematical communication, di
Not a traditional textbook - the Minds On Physics Student Activities Book is comprised of two parts: Activities and the Reader. The Activities form an integrated set of thoughtful engagements for students, and the Reader organizes and summarizes the ideas of the physics content and is meant to be read after students have engaged in associated activities.<
Courage: Connections and Reflections offers students the chance to compare and contrast their own lives with those of others. The unit explores social and historical issues by studying people, historical time periods and events, and students’ own lives. Novels, short stories, poetry, art, and music will be the avenues for addressing unit goals. Students will be given numerous opportunities for reading, writing, listening, and speaking.
In this unit, students are introduced to ratios, rates, proportional reasoning, similarity and congruence. Students explore ratio as a comparison of two quantities. They discover that if the ratio between the corresponding side lengths and angle measures of two figures is 1:1 (i.e., the measures are identical), then the geometric figures are congruent. They learn that for two figures to be similar, their corresponding side lengths must be in proportion and their corresponding angles must be congruent. Students also explore the relationship between congruence and similarity, learning that al