This learning video uses a simple analog setup to explore why earthquakes are so unpredictable. The setup is simple enough that students should be able to assemble and operate it on their own with a teacher's supervision. The teaching approach used in this module is known as the 5E approach, which stands for Engagement, Exploration, Explanation, Elaboration, and Evaluation. Over the course of this lesson, the basic mechanisms that give rise to the behavior of the simple analog system are explained, and further elaboration helps the students to apply their understanding of the analog system to complex fault systems that cause earthquakes

Overview: This learning video uses a simple analog setup to explore why earthquakes are so unpredictable. The setup is simple enough that students should be able to assemble and operate it on their own with a teacher's supervision. The teaching approach used in this module is known as the 5E approach, which stands for Engagement, Exploration, Explanation, Elaboration, and Evaluation. Over the course of this lesson, the basic mechanisms that give rise to the behavior of the simple analog system are explained, and further elaboration helps the students to apply their understanding of the analog system to complex fault systems that cause earthquakes

Water is a limited resource that we use over and over again. The idea is to teach the science behind the water cycle, where water comes from and is located on the Earth. After research and developing and understanding of conservation students will create a water tower that will collect and store rainwater. Students will also create a Public Service Announcement (PSA) on water conservation.

Learn about one town's conflict over the issue of spraying pesticides to combat disease-carrying insects, in this video segment from Greater Boston.

In this video segment adapted from NOVA scienceNOW, scientists discuss a family of genes called FOXO that can significantly extend life span in worms—and in humans.

Examine the robust options of today’s gig economy, including part-time and temporary jobs, freelancing, and side hustles that can contribute to successful, rewarding careers.

C3. Inquiry based lesson plan. Using supporting questions and formative performance assessments, students explore the impact of Uncle Tom's Cabin. Students analyze a summary of the plot of the book, find the main idea(s), look at connected videos, illustrations, and utilize graphic organizers to assess the power of words within this specific historical context.

This lesson is written using the Launch, Explore, Summarize lesson plan format and includes a link to a chart to anticipate student strategies and monitor student strategies and thinking as they work through the problems. Tasks also include a recording sheet where applicable. They are meant to be used as ideas. Please make changes and adaptations as necessary for the students in your class. All of the ideas for the tasks in this bank are common picture book math problems or were created by UVU School of Education Faculty.  If you use one of these tasks, please complete our Picture Book Task Survey so that we can learn more about your experience teaching, how students solve problems, and improve our Picture Book Task Bank.If you have any questions, comments, or concerns, please feel free to contact us at creativelearning@uvu.edu or nicole.gearing@uvu.edu.

In this nonfiction story, young readers and listeners learn how scientists use cross sections from trees to reconstruct past climates. Versions are provided for readers at two levels, k-2 and 3-5, and in text-only and illustrated formats. The story is also available as an electronic book with recorded narration. An original story is a regular feature of each issue of the free, online magazine Beyond Weather and the Water Cycle. The story can be used in science and literacy lessons and activities throughout the magazine.

This textbook introduces aspects of the history of Canada since Confederation. “Canada” in this context includes Newfoundland and all the other parts that come to be aggregated into the Dominion after 1867. Much of this text follows thematic lines. Each chapter moves chronologically but with alternative narratives in mind. What Aboriginal accounts must we place in the foreground? Which structures (economic or social) determine the range of choices available to human agents of history? What environmental questions need to be raised to gain a more complete understanding of choices made in the past and their ramifications? Each chapter is comprised of several sections and some of those are further divided. In many instances you will encounter original material that has been contributed by other university historians from across Canada who are leaders in their respective fields. They provide a diversity of voices on the subject of the nation’s history and, thus, an opportunity to experience some of the complexities of understanding and approaching the past. Canadian History: Post-Confederation includes Learning Objectives and Key Points in most chapter sections, intended to help identify issues of over-arching importance. Recent interviews with historians from across Canada have been captured in video clips that are embedded throughout the web version of the book. At the end of each chapter, the Summary section includes additional features: Key Terms, Short Answer Exercises, and Suggested Readings. The key terms are bolded in the text, and collected in a Glossary in the appendix.

Candles Burning: Standard 8.SP.3 Use the equation of a linear model to solve problems in the context of bivariate measurement data, interpreting the slope and intercept. For example, in a linear model for a biology experiment, interpret a slope of 1.5 cm/hr as meaning that an additional hour of sunlight each day is associated with an additional 1.5 cm in mature plant height.
This formative assessment exemplar was created by a team of Utah educators to be used as a resource in the classroom. It was reviewed for appropriateness by a Bias and Sensitivity/Special Education team and by state mathematics leaders. While no assessment is perfect, it is intended to be used as a formative tool that enables teachers to obtain evidence of student learning, identify assets and gaps in that learning, and adjust instruction for the two dimensions that are important for mathematical learning experiences (i.e., Standards for Mathematical Practice, Major Work of the Grade).

tudents will learn how sedimentary layers are formed and how scientists use core samples to determine whether or not the area is good for their particular needs.

Once students have had an introductory density lesson and practice calculating density from mass and volume measurements, this lesson serves as follow-up to allow students to think critically about what makes one object more or less dense than another and to conduct an experiment to measure density of similar objects.

This google slide will guide students to create a small program that could be used in a candy store. The computer programming language is python and students are able to experience print statements, creating variables and gathering input from the user. Students also get to use some math principles.

Students will need an IDE to type the code and run as well for the code to take place. I use a website called repl.it. Free, easy to use, and saves automatically.

This three-act math task utilizes videos and questioning to help students explore counting and joining sets.

The goal of this task is to set up and solve an equation involving a simple rational expression.

The purpose of this task is to give students practice constructing functions that represent a quantity of interest in a context, and then interpreting features of the function in the light of that context. It can be used as either an assessment or a teaching task.

The purpose of this task is to give students practice constructing functions that represent a quantity of interest in a context, and then interpreting features of the function in the light of that context. It can be used as either an assessment or a teaching task.

The primary purpose of this task is to lead students to a numerical and graphical understanding of the behavior of a rational function near a vertical asymptote, in terms of the expression defining the function. The canoe context focuses attention on the variables as numbers, rather than as abstract symbols.