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**Unformatted text preview: **A ∪ B Union of two or more solids creates a composite solid composed of combined volumes of these solids In set theory, the union of two sets, A and B, is represented pictorially as: Intersection Set of all elements belonging to both A and B A ∩ B Intersection of two or more solids creates a composite solid composed of volume common to original solids Intersection of two sets, A and B: Subtraction 1 Set of all elements belonging to A but not B A – B Subtraction of two solids creates a composite solid composed of volume of first solid minus common volume shared with second solid Subtraction of two sets, A and B: Subtraction 2 Alternatively, B - A is represented pictorially as: Solid Modeling – Primitives and Boolean Operations Chega !...

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- Fall '05
- Leake
- Intersection, boolean operations, B Union