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Illustrative Mathematics: Accelerated Course 1 Teacher Edition Set
IM 6–8 MathTM Accelerated, a compressed version of IM 6–8 Math™ 3.1415, is a thoughtful alternative to conventional accelerated programs because its design eliminates the possibility for unfinished learning as students arrive at Algebra 1. It includes all of the standards in IM 6–8 Math and compacts them into a two-year curriculum meant to be covered during the 6th and 7th grades. The pace is faster than IM 6-8 Math, but no crucial mathematical concepts are missed.
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IMKH California: Grade 7 Student Edition Set
IMKH California, an IM® v.360 math curriculum, is problem-based and builds strong classroom math communities. It gives students a clear progression of concepts and helps teachers deepen their understanding of math and student thinking.
The curriculum encourages collaboration and meaningful mathematical conversations, highlighting Big Ideas, Major Concepts, and Mathematical Practices, while integrating Environmental Principles & Concepts and supports for MLL, ELD, and EL students.
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IM v.360: Grade 1 Teacher Resource Copy Master Set
IM® v.360 K-5 Math is an IM Certified curriculum 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.
Grade 1
The big ideas in grade 1 include: developing understanding of addition, subtraction, and strategies for addition and subtraction within 20; developing understanding
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Project M3: Level 5-6: Fun at the Carnival: Using Proportional Reasoning Teacher 3 Year License
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
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Literary Reflections Student Literature Workbook 1 Year License
Just as the sun appears in different places in the sky throughout the day, changes big and small happen around us all the time. What other changes happen in nature throughout the day? How do the tides rise and fall? How do flowers change? What happens to the temperature