This instructional plan combined History and Social Science SOLs 3.2 and 3.3 and WIDA English Language Development Standards. The lesson includes several activity options. Note: Some images may not appear in the "Overview". To view all images in this instructional plan, click "download" at the bottom of the overview. 

See computer science integration opportunities in middle school art in this crosswalk of the two disciplines.

Students apply their understanding of adaptations by designing their own organisms to survive in different habitats.

Educators Guide for this unit:
http://education.eol.org/lesson_plans/2-5_Adaptations_LessonOverview.pdf

Lessons in this unit:

Adaptations Activity 1: Adapting to the Environment
Adaptations Activity 2: Physical Adaptations
Adaptations Activity 3: Behavioral Adaptations
Adaptations Activity 4: Go Adapt!
Adaptations Activity 5: Create a Creature

The main objective of this lesson is to illustrate an important application of mathematics in practical life -- namely in art. Most of the pictures selected for this lesson are visible on the walls of Al-Hambra – Granada (Spain), which is one of the most important landmarks in the Islamic civilization. There are three educational goals for this lesson: (1) establishing the concept of isometries; (2) giving real-life examples of groups; (3) demonstrating the importance of matrices and their applications. As background for this lesson, students just need some familiarity with the concept of a group and a limited knowledge about matrices and the inverse of a non-singular matrix.

This course is particularly focused on helping you develop visual literacy skills, but all the college courses you take are to some degree about information literacy. Visual literacy is really just a specialized type of information literacy. The skills you acquire in this course will help you become an effective researcher in other fields, as well.

Students learn how forces are used in the creation of art. They come to understand that it is not just bridge and airplane designers who are concerned about how forces interact with objects, but artists as well. As "paper engineers," students create their own mobiles and pop-up books, and identify and use the forces (air currents, gravity, hand movement) acting upon them.

This article discusses how to use murals as an interdisciplinary, cooperative activity to blend science, art, and math concepts.

The atmospheric Perspective lesson is a cross-curricular lesson designed by an Elementary Art teacher to support Language Arts instruction. Created By: Elizabeth Martin Powhatan County Public Schools.

This article lists seven art techniques and four poetry types that can be used to depict and describe the aurora.

This resource provides a menu of self-directed art-making challenges, each of which relates to a work of art in the Virginia Museum of Fine Arts collection. Give your students voice and choice as they investigate authentic works of art and work to develop a visual language, convey complex ideas, and solve problems creatively.    

In this lesson, students will create a binary art representation of their names. This will reinforce the concept of using numbers to represent non-numeric ideas.

In this lesson, students will consider the many kinds of communities that exist, and reflect on their own special ties to a community they are a part of. After watching the video for "Sunday Candy," and hearing the poetry of Chicago-based Kevin Coval, students will hold their own poetry slam featuring poems about community.

This art history video discussion examines Francois Boucher's "Madame de Pompadour", oil on canvas, 1750 (extention of canvas and additional painting likely added by Boucher later, Fogg Museum.

 This science and math lesson uses coated candy and water to create a rainbow on a plate. It takes a popular internet activity and modifies it for the classroom. It's extended by having students hypothesize if other temperatures of water will work and if different colors of the candies run faster than others. It also meets the math SOLs because students can calculate the cost of the experiment and/or create graphs of the results of the experiments.  You could extend this activity into art or English writing by having students draw their rainbows or write about what they saw happening on the plate as a report writing. You could have them take it a step further and do a creative writing about what they think is at the other end of the rainbow. 

This stand-alone activity is designed to help students explore mathematical ideas while learning the basics of block coding wtih Scratch. 

Students use the robot paths they documented during the associated Robots on Ice Engineering Challenge activity to learn about and then make artwork. During the previous activity, students recorded the path of their robots through a maze in order to collect data during a remote research simulation. Now, they take a new look at the robot paths, seeing them from an art perspective as continuous line drawings. Students learn about Picasso’s famous works of art that used the same technique. Then they learn the artistic definition of a line and see examples of how it is used in different art pieces; they practice making continuous line drawings and then create sculptures of their drawings using colorful wire. A PowerPoint® presentation is provided to guide the activity.

This is a list of links to help Creators on #GoOpenVA locate openly-licensed videos, images, audiofiles, etc. for using in their own creations.

examines one of the most extensive and best-preserved concentrations of prehistoric rock art in the U.S. See photos and learn about the people who made these 250,000 drawings on rocks at China Lake, California, 1000 to 3000 years ago.

Students explore the densities and viscosities of fluids as they create a colorful 'rainbow' using household liquids. While letting the fluids in the rainbow settle, students conduct 'The Great Viscosity Race,' another short experiment that illustrates the difference between viscosity and density. Later, students record the density rainbow with sketches and/or photography.