Numbered Heads Together

Students in each group number off 1–4. Teacher poses a question. Groups put heads together and ensure every member can answer. Teacher calls a number; that student from every group responds.

The structure makes every student accountable — no one can coast, because the caller is random.

Procedure

1. Groups of 4. Each student takes a number 1, 2, 3, 4.
2. Teacher asks a question: What's the difference between 'since' and 'for'? Give an example of each.
3. Heads together: group huddles, discusses, and makes sure every member can answer. 1–2 minutes.
4. Teacher calls a number: Number threes — stand up. All the #3s stand.
5. Teacher picks one (or all) to answer. Points awarded to the group.
6. Next question, different number.

Why It Works

• Positive interdependence: the group succeeds only if the weakest member can answer, forcing teaching within the group.
• Individual accountability: any student might be the one called.
• No hiding: quiet students get airtime because the structure requires it.

Variations

• All-respond: every #3 answers in sequence; groups compare.
• Written version: the called number writes the answer on a mini-whiteboard (see Showdown).
• Paraphrase layer: before answering, the called student must paraphrase the question first.

Tips

• Change numbers each round so no student is always "the smart #2."
• For shy learners, announce the number before the heads-together phase occasionally. They prepare specifically.
• Great for review, reading comprehension, and grammar-rule retrieval. Less useful for open creative tasks.