Free Frayer Model Template

What Is a Frayer Model and Who Uses It

The Frayer model is a vocabulary graphic organizer developed by education researcher Dorothy Frayer at the University of Wisconsin in 1969. The original design was created to help students build deep word knowledge rather than superficial definitions. The model divides a page into four quadrants around a central box. The four quadrants typically hold a definition written in the student's own words, a list of essential characteristics, concrete examples, and non-examples that clarify the word's boundaries.

The non-example quadrant is what makes the Frayer model particularly effective. Knowing what a concept is not helps learners avoid over-generalization, the common mistake of applying a word too broadly. A student who knows that a square is a rectangle but a rectangle is not necessarily a square understands the concept more precisely than one who simply memorized a definition.

Teachers use the Frayer model across grade levels and subject areas. It works equally well for science vocabulary (photosynthesis, osmosis, hypothesis), math concepts (prime number, integer, coefficient), social studies terms (democracy, imperialism, civil rights), and literary terms (metaphor, theme, protagonist). Students use it during independent reading, before writing assignments, and as a study tool before vocabulary tests. It also works well as a pre-teaching activity at the start of a new unit.

What to Include in Each Quadrant

Each of the four quadrants has a distinct purpose. Filling them in a specific order, definition first and non-examples last, tends to produce the best results because each quadrant builds on the thinking in the previous one.

• Definition (top left): write the meaning of the term in your own words without using the word itself. Avoid copying directly from a dictionary. Putting the definition in your own words forces you to actually understand it rather than just transcribe it.
• Characteristics (top right): list the essential attributes or features that must be present for something to qualify as this concept. These are the distinguishing properties, not general descriptions. For the concept 'mammal,' characteristics include warm-blooded, has hair or fur, and nurses young with milk.
• Examples (bottom left): list specific, concrete instances of the concept. For 'mammal,' examples would be dog, whale, and bat. Examples should be clearly and unambiguously instances of the concept, not borderline cases.
• Non-examples (bottom right): list things that are related to or could be confused with the concept but do not qualify as examples of it. For 'mammal,' non-examples would be eagle, salmon, and frog. Strong non-examples are things that share some features with the concept but lack at least one essential characteristic.
• Central term box: write the vocabulary word, concept, or focus question in the center. Some teachers add a sentence using the word in context here, which gives students a model for how the word is used.

How to Complete a Frayer Model Step by Step

Follow this sequence for the strongest results. The order matters because each quadrant informs the next.

1. Write the target term or concept in the center box. If your teacher has provided a word bank or vocabulary list, start with the word you are least sure about.
2. Fill in the definition quadrant first. Write what the term means in your own words. If you are not sure of the meaning yet, write your best guess and plan to revise it after completing the other quadrants.
3. Move to the characteristics quadrant. Ask: what properties must something have in order to count as this? List only the essential, defining features, not incidental ones. A square must have four equal sides and four right angles; it does not have to be a specific size or color.
4. Fill in the examples quadrant. List 3 to 5 clear, concrete examples. If a word from your examples list feels borderline or debatable, move it to the non-examples quadrant or set it aside.
5. Complete the non-examples quadrant. Think of things that are similar enough to be confused with the concept but that fail at least one of the essential characteristics you listed. Strong non-examples are the most challenging part to generate and the most useful for learning.
6. Review all four quadrants together. Check that your definition is consistent with your characteristics. Check that every item in your examples list actually fits your definition and characteristics. Revise any quadrant that feels inconsistent. This review step is where much of the actual learning happens.

Related Graphic Organizers: T-Chart, KWL Chart, Graphic Novel, and Number Bond

The Frayer model belongs to a family of graphic organizers that structure thinking before, during, and after learning. Each format below serves a distinct purpose and pairs well with the Frayer model in a complete lesson sequence.

T-chart. A T-chart divides a page into two columns separated by a vertical line with a horizontal cap, forming the letter T. The two columns hold contrasting categories: pros and cons, similarities and differences, causes and effects, or facts and opinions. T-charts are simpler to build than Frayer models and work well as a quick prewriting tool or a warm-up activity. A T-chart comparing examples and non-examples is essentially the bottom half of a Frayer model used on its own.

KWL chart. A KWL chart has three columns: K (what I Know), W (what I Want to know), and L (what I Learned). Students fill in the K and W columns before a lesson or reading and complete the L column afterward. The KWL structure activates prior knowledge, sets a purpose for reading, and provides a built-in self-assessment at the end. The L column often becomes a source of vocabulary terms that can then be deepened with Frayer models.

Graphic novel template. A graphic novel template is a set of blank panels arranged on a page, similar to a comic strip layout. Students write dialogue in speech bubbles and narration in caption boxes, and draw or describe scenes in each panel. Graphic novel templates work for retelling a story, demonstrating a historical sequence, or showing a scientific process in stages. They are especially engaging for students who process information visually or who struggle with traditional written summaries.

Number bond. A number bond template shows the relationship between a whole and its parts using connected circles. The whole is written in the top circle, and the two parts that compose it are written in the bottom circles connected by lines. Number bonds build number sense in early math by making part-part-whole relationships visible and concrete. They are the foundation for understanding addition and subtraction as inverse operations.

Tips for Getting the Most from a Frayer Model

These practical adjustments make the Frayer model more effective in different classroom and study contexts.

• Use it for concepts with clear boundaries, not vague or contested terms - Frayer models work best when a concept has definable essential characteristics; for contested or context-dependent terms, a different organizer may serve better
• Complete it after initial instruction, not before - the Frayer model consolidates understanding; if students have not yet encountered the concept, the definition and characteristics quadrants will be guesswork rather than organized knowledge
• Share non-examples as a class discussion - the non-examples quadrant often generates productive disagreement that deepens understanding; a brief class discussion about which non-examples are strongest is more valuable than silent individual work
• Add a fifth section for a visual or sketch if your students are visual learners - drawing a simple picture or symbol for the concept in a small box below the central term strengthens retention, especially for concrete nouns and scientific terms
• Revisit completed Frayer models at the end of a unit - students can add new examples and non-examples discovered during the unit, turning the model into a living vocabulary record rather than a one-time exercise
• For math concepts, put the formula or definition in the definition box and worked examples in the examples box - this adaptation makes the format work equally well for mathematical vocabulary as for language arts