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Lesson Plan
Incredible Art

Painting with Dots - Kirkland Style

For Teachers 5th - 10th
Pointillism is the focus of a lesson that asks young artists to compare Vance Kirkland's painting style with aboriginal dot art, and then to produce their own piece of dot art.
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Lesson Plan
Dick Blick Art Materials

Woodsies “Extraordinaire”

For Teachers K - 12th
"This looks like an owl!" Kids get a chance to create all sorts of things by arranging various shapes, painting them, and gluing them together. A great way to encourage creativity and spontaneity.
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Lesson Plan
Oglebay Institute

Post-Impressionism: Van Gogh Drawings

For Teachers 2nd - 10th
Turn your young artists into little Vincent van Goghs with a lesson plan on brush stroke style and color blending. Pupils practice the painting technique by sketching various shapes before recreating a van Gogh piece or creating an...
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Lesson Plan
Oglebay Institute

Post-Impressionism: Pointillism

For Teachers 2nd - 10th
How can little dots in two colors make a third color? Experiment with pointillism and color mixing with a series of activities. After viewing paintings by Seurat and watching a teacher demonstration, pupils create samples of three...
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Lesson Plan
August House

The Clever Monkey Rides Again

For Teachers Pre-K - 1st
How very clever. No need to monkey around with this resource. Rob Cleveland's version of the West African tale, "The Clever Monkey Rides Again," is used as the basis for multiple of cross-curricular activities including exercises...
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Activity
Denton Independent School District

Elements of Art: Name Design Project

For Teachers 6th - 12th
Introduce your class to the seven elements of art through a presentation and related project. Before beginning the project, class members take notes on the presentation, writing down the underlined items and adding drawings into their...
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Activity
Exploratorium

Traveling Networks

For Teachers 4th - 8th
Show your class the path to understanding graph theory. Scholars learn about basic graph theory using an activity based on the Bridges of Konigberg problem. They draw networks on the playground and decide whether it is possible to travel...

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