Do art and math have anything in common? How do artists and architects use math to create their works? In these lessons, students will explore the intersection of math and art in the works of two artists and one architect for whom mathematical concepts (lines, angles, two-dimensional shapes and three-dimensional polyhedra, fractions, ratios, and permutations) and geometric forms were fundamental.

In this activity about light and reflection, learners use a special device called a Mirage Maker䋢 to create an illusion. What they perceive as an object is really an image in space, created by two concave mirrors. Learners will be surprised when they try to grab the object on the mirror and there's nothing there! Activity includes a light-ray diagram to help explain how the image is created.

Image of parallel lines, image of perpendicular lines, and image of intersecting lines, each image followed by text in accordion of properties of eac.n

This Remote Learning Plan was created by Taylor Shepard in collaboration with Andrew Easton as part of the 2020 ESU-NDE Remote Learning Plan Project. Educators worked with coaches to create Remote Learning Plans as a result of the COVID-19 pandemic.The attached Remote Learning Plan is designed for 9-12 Geometry students. Students will find missing lengths of chords, tangent lines, and secant lines. This Remote Learning Plan addresses the following NDE Standard: MA 11.3.1.f It is expected that this Remote Learning Plan will take students 60 minutes to complete. Here is the direct link to the Google Doc:https://docs.google.com/presentation/d/1BmgvbdZ447E8sUaSVzDVKX1SpMOCt5Dm6vY41jQbrJY/edit?usp=sharing

This task presents a foundational result in geometry, presented with deliberately sparse guidance in order to allow a wide variety of approaches. Teachers should of course feel free to provide additional scaffolding to encourage solutions or thinking in one particular direction. We include three solutions which fall into two general approaches, one based on reference to previously-derived results (e.g., the Pythagorean Theorem), and another conducted in terms of the geometry of rigid transformations.

At a time when most African Americans were slaves, Benjamin Banneker was born free in 1731. Known and admired for his work in science, mathematics, and astronomy, he built a strike clock based on his own drawings and using a pocket-knife at the age of 22. The resource includes a lesson plan/book card, a design challenge, and copy of a design thinking journal that provide guidance on using the book to inspire students' curiosity for design thinking. Maker Challenge: Find a discarded object that can be taken apart. Take apart the item and make your own Things Come Apart arrangement.

A document is included in the resources folder that lists the complete standards-alignment for this book activity.