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Byrdseed.TV Example Lessons Depth & Complexity

Cross Curricular

A Tessellation Art (and Math) Project

A Tessellation Art (and Math) Project

Let's create an MC Escher-style tessellation art (and math) project with nothing more than an index card, a marker, and paper.
Introducing Universal Themes and Generalizations

Introducing Universal Themes and Generalizations

Generalizations, big ideas, abstractions, universal themes... they are designed to help our gifted students learn. However, what I didn't realize was that they would help me teach!
Group Investigation: Lessons Built on Curiosity

Group Investigation: Lessons Built on Curiosity

John Dewey's Group Investigation is a favorite model of instruction of mine. It's simply built on curiosity!
Matching Flowers and Pollinators

Matching Flowers and Pollinators

How to add a couple of Analyze-level tasks to this Synthesize activity.
Concept Formation: A Model for Inductive Thinking

Concept Formation: A Model for Inductive Thinking

Here's are the steps for running an inductive lesson based on Hilda Taba's model of Concept Formation. Plus a sample lesson about the Nile River.

Combining Depth and Complexity Prompts into a Generalization

Let's start with a puzzlement, ask kids to generate an abstract statement, and then find evidence that their statement works across several different areas.
Make A *Better* Calendar!

Make A *Better* Calendar!

The calendar is a source of fantastic factoring problems with many social studies add-ons. Why 12 months? Why 30 (or 31 or 28) days? Why are weeks 7 days long? Why don't they fit into the months (or the year!)? Why did we do this to ourselves!?
“Engagement” isn’t BAD, but…

“Engagement” isn’t BAD, but…

"Engagement" is a nice by-product of a well-designed lesson, but it sure isn't our actual goal as educators.

Focus on Thinking, Not the Product

When I was a new teacher, you would have seen some pretty fancy products hanging in my room, but if you stopped to consider how my kids thought about the content... well, often my students just restated facts that I had already told them.
Paradox: Ship of Theseus

Paradox: Ship of Theseus

Here's a fun thought experiment your students are sure to get a kick out of: when something is slowly replaced over time, is it still the same thing in the end?
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