Cube net
Cube net
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Which of these layouts folds into a cube?
What does the generator do?
The generator shows four 2D layouts of six squares. Only one of them is a valid cube net (folds into a cube). The other three are similar but cannot be folded into a cube.
How to use it
Imagine each layout as a paper with 6 squares. Try to fold it in your head (or on paper). A valid cube net has 6 squares connected at edges, and when folded all 6 faces meet without gap or overlap. The most common net is the cross — four squares in a row with one above and one below.
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- Powers with Unknown Exponent
- Decompose Powers into Product
- Simplifying exponents
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- Number of trailing zeros
- Combining Like Terms
- Multiplying by a Monomial
- Equivalent Expressions
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- Substitution into Expressions
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- Linear Equations - Both Sides
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- Equations with Two Plus Terms
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- Equations with Fractions - Unknown in Denominator
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- Unknown in Denominator on Both Sides
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- Inequalities - Special Cases
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- Cone Volume
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- Sphere Volume
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- Triangle Similarity – Similarity Theorems
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