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Differentiation TechniqueThink Big! But Also Small.

Read The Overview: Moving Between the Specific and Abstract

When differentiating, it's helpful to note where on the "spectrum of abstraction" your content lies. Then, see what happens when you move that content to be more abstract or more specific. It often unlocks lots of new opportunities for thinking.

Specific Examples of “Think Big! But Also Small.”

Multiple Perspectives: Right And Wrong At The Same Time?

It's essential to teach our students to think flexibly and consider multiple points of view. Flexible thinking leads to product innovation, diplomacy between nations, and advances in science. School, however, often encourages students to settle into a "one right answer" mindset.

Inductive Thinking in Spelling and Vocabulary

Let's look at a couple ways to bring inductive thinking into word studies. We'll examine simple plural rules all the way up to etymology of foreign words in English.

All About Character Archetypes

Another example of "structure that increases creativity" is character archetypes. An archetype, according to Wikipedia, is "an original model of a person, ideal example, or a prototype upon which others are copied, patterned, or emulated." Let's use an inductive lesson to teach our students about these literary tools.

Climbing Bloom’s Taxonomy In Science

Science should be more than memorizing facts. Let's spice it up and push our students from the doldrums of remembering to the soaring heights of evaluation. While it's true that this will take longer than just following a textbook, we're not just teaching facts, we're equipping students with the ability to make well-informed judgements.

Concentric Circles – Getting Students to Think Bigger (and Smaller!)

This differentiation technique is called "Concentric Circles". You use it to move students up and down the ladder of abstraction, applying a single idea in multiple contexts.

Exploring Circumference With Famous Circles

Remembering the formulae for area and circumference of a circle is often a challenge for students due to their surface similarities as well as the additional confusion of radius and diameter. I like to tackle them one at a time and give students a chance to explore the origin of each formula. Let's look at circumference today by utilizing some famous circles from around the world... and beyond!
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