In this unit students will build and construct an understanding of how matter and organisms interact creating change in our biosphere and in turn affect all types of ecosystems. Then using these skills and content they will be able to communicate, model and create solutions to phenomena, environmental emergencies or concerns. environmental concerns or endangered organisms.

This lesson uses tall tale read alouds to reinforce the common elements, or text structure, of tall tales. As the text is read aloud, students examine the elements of the book that are characteristic of tall tales. Then using what they've learned, they write and perform tall tales of their own.

This lesson is designed as a supplement or extension to the 5th grade Smithsonian Science for the Classroom module titled How Can We Provide Freshwater to Those in Need?  This lesson can be taught as an extension following Lesson 2: WATER FOOTPRINT.  This lesson is designed to facilitate student learning about sustainable design and green chemistry principles. 

This lesson is designed as a supplement or extension to the 5th grade Smithsonian Science for the Classroom module titled How Can We Identify Materials Based on Their Properties?  This lesson can be taught as an extension following Lesson 3: PLANT PRODUCTS or Lesson 6: CHEMISTS MAKE SOLUTIONS.This lesson is designed to facilitate student learning about sustainable design and green chemistry principles.  

How does a one-way mirror work? Though most everyone knows that one-way mirrors exist, having students model how they work turns out to be a very effective way to develop their thinking about how visible light travels and how we see images. Initial student models reveal a wide variety of ideas and explanations that motivate the unit investigations that help students figure out what is going on and lead them to a deeper understanding of the world around them.

As the first unit in the OpenSciEd program, during the course of this unit, students also develop the foundation for classroom norms for collaboration that will be important across the whole program.

This unit on thermal energy transfer begins with students testing whether a new plastic cup sold by a store keeps a drink colder for longer than the regular plastic cup that comes free with the drink.

Through a series of lab investigations and simulations, students find two ways to transfer energy into the drink: (1) the absorption of light and (2) thermal energy from the warmer air around the drink. They are then challenged to design their own drink container that can perform as well as the store-bought container, following a set of design criteria and constraints.

The goals of OpenSciEd are to ensure any science teacher, anywhere, can access and download freely available, high quality, locally adaptable full-course materials. REMOTE LEARNING GUIDE FOR THIS UNIT NOW AVAILABLE!

This unit on weather, climate, and water cycling is broken into four separate lesson sets. In the first two lesson sets, students explain small-scale storms. In the third and fourth lesson sets, students explain mesoscale weather systems and climate-level patterns of precipitation. Each of these two parts of the unit is grounded in a different anchoring phenomenon.

In this plate tectonics and rock cycling unit, students come to see that the Earth is much more active and alive than they have thought before. The unit launches with documentation of a 2015 Himalayan earthquake that shifted Mt. Everest suddenly to the southwest direction. Students read texts, explore earthquake and landform patterns using a data visualization tool, and study GPS data.

This unit is part of the OpenSciEd core instructional materials for middle school.

This unit begins with students experiencing, through text and video, a devastating natural event that caused major flooding in coastal towns of Japan. Through this anchoring phenomenon, students think about ways to detect tsunamis, warn people, and reduce damage from the wave. As students design solutions to solve this problem, they begin to wonder about the natural hazard itself: what causes it, where it happens, and how it causes damage.

This unit is part of the OpenSciEd core instructional materials for middle school.

This unit launches with students hearing about an injury that happened to a middle school student that caused him to need stitches, pins, and a cast. They analyze doctor reports and develop an initial model for what is going on in our body when it heals. Students investigate what the different parts of our body are made of, from the macro scale to the micro scale. They figure out parts of our body are made of cells and that these cells work together for our body to function.

This unit is part of the OpenSciEd core instructional materials for middle school.

The Oregon Department of Education released this online and offline lesson adaptation, as a part of the Distance Learning for All Erin's Law Toolkit for Districts. The lesson is an Advocates for Youth Rights, Respect, Responsibility (3Rs) Third Grade lesson entitled Being Smart Staying Safe Online. This lesson focuses on the core sexuality education topics: Healthy & Unhealthy Relationships, Bullying and Abuse Prevention, and Seeking Help, which are foundational to healthy relationships and bullying, violence, and child abuse prevention education. 3Rs Authors: Elizabeth Schroeder EdD MSW, Eva Goldfarb PhD, Nora Gelperin MEd 

These lesson plans and activities were developed by Janine Darragh, Gina Petrie, and Stan Pichinevskiy and were previously located on the Reaching for English app. Created for K-12 English teachers in Nicaragua, the materials may be used and adapted for any country's specific context and needs. 

Prior to grade 6, students reasoned about division of whole numbers and decimals to the hundredths in different ways. During this lesson, they revisit two methods for finding quotients of whole numbers without remainder: using base-ten diagrams and using partial quotients. Reviewing these strategies reinforces students’ understanding of the underlying principles of base-ten division—which are based on the structure of place value, the properties of operations, and the relationship between multiplication and division—and paves the way for understanding the long division algorithm. Here, partial quotients are presented as vertical calculations, which also foreshadows long division.This lesson then introduces students to long division. Students see that in long division the meaning of each digit is intimately tied to its place value, and that it is an efficient way to find quotients. In the partial quotients method, all numbers and their meaning are fully and explicitly written out. For example, to find 657÷3 we write that there are at least 3 groups of 200, record a subtraction of 600, and show a difference of 57. In long division, instead of writing out all the digits, we rely on the position of any digit—of the quotient, of the number being subtracted, or of a difference—to convey its meaning, which simplifies the calculation.In addition to making sense of long division and using it to calculate quotients, students also analyze some place-value errors commonly made in long division (MP3).

This lesson introduces students to long division. Students see that in long division the meaning of each digit is intimately tied to its place value, and that it is an efficient way to find quotients. In the partial quotients method, all numbers and their meaning are fully and explicitly written out. For example, to find 657÷3 we write that there are at least 3 groups of 200, record a subtraction of 600, and show a difference of 57. In long division, instead of writing out all the digits, we rely on the position of any digit—of the quotient, of the number being subtracted, or of a difference—to convey its meaning, which simplifies the calculation.In addition to making sense of long division and using it to calculate quotients, students also analyze some place-value errors commonly made in long division (MP3).

Students review the standard long-division algorithm and discuss the different ways the answer to a whole-number division problem can be expressed (as a whole number plus a remainder, as a mixed number, or as a decimal).Students solve a series of real-world problems that require the same whole number division operation, but have different answers because of how the remainder is interpreted.Key ConceptsStudents have been dividing multidigit whole numbers since Grade 4. By the end of Grade 6, they are expected to be fluent with the standard long-division algorithm. In this lesson, this algorithm is reviewed along with the various ways of expressing the answer to a long division problem. Students will have more opportunities to practice the algorithm in the Exercises.Goals and Learning ObjectivesReview and practice the standard long-division algorithm.Answer a real-world word problem that involves division in a way that makes sense in the context of the problem.

Students use area diagrams and partial products to represent and find products of decimals.