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Math Arguments

8 of 8 Items .... Type: Proof Without Words

Problems, Questions, and Puzzles to spark discussion and argument in the maths classroom.

Navigation:

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\( n^2 - 1 \) is always a multiple of \(n - 1\)

What would this proof look like?


.: [ALG2], [internet], [Proof Without Words].

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What might all these kids be proving?



.: [ALL], [SolveMyMaths], [Proof Without Words].

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.: [ALL], [internet], [Proof Without Words].

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.: [LOGIC], [James Tanton], [Proof Without Words].

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Can you interpret this Proof Without Words that someone carelessly threw in the trash?


.: [GEOM], [internet], [Proof Without Words].

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Can you interpret this Proof Without Words?



.: [GEOM], [internet], [Proof Without Words].

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Can you interpret this Proof Without Words?


.: [GEOM], [internet], [Proof Without Words].

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What's this all about, then?







.: [ALL], [internet], [Proof Without Words].
that's it.