Pick's theorem (Q6482384)
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formula that the area of a planar polygon whose vertices all have integer coordinates equals the number of interior integer points plus half the number of boundary integer points minus one
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Pick's theorem |
formula that the area of a planar polygon whose vertices all have integer coordinates equals the number of interior integer points plus half the number of boundary integer points minus one |
Statements
Pick's theorem
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Pick theorem simple.svg
512 × 585; 511 bytes
512 × 585; 511 bytes
example of Pick’s theorem: the polygon has 7 interior points and 8 boundary points, so its area is 7+8/2−1=10 (English)
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Identifiers
PicksTheorem
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PicksFormula
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27048646
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