Як розрахувати Hexagonal Prism
Що таке Hexagonal Prism?
A hexagonal prism has two regular hexagonal bases connected by six rectangular faces. It appears in honeycomb structures, pencils, and crystals.
Формула
A_base = (3√3/2)a²; V = A_base × h; LSA = 6ah; TSA = 2A_base + 6ah
- a
- side length (regular hexagon) (length)
- h
- height of prism (length)
- V
- volume (length³)
Покрокова інструкція
- 1Base area = (3√3/2) × a²
- 2Volume = Base area × height
- 3Lateral surface = 6 × a × h
- 4Total surface = 2 × Base + Lateral
Розв'язані приклади
Введення
a = 4, h = 10
Результат
Volume = (3√3/2)×16×10 = 415.69
Введення
a = 5, h = 8
Результат
Volume ≈ 519.62
Часті запитання
Why is the hexagonal prism so common in nature?
Honeycombs use hexagonal prisms because they tile efficiently and require minimal material for maximum volume.
How many faces, edges, and vertices does a hexagonal prism have?
8 faces (2 hexagons + 6 rectangles), 18 edges, and 12 vertices.
Is a hexagonal prism the same as a hexagonal cylinder?
No, a prism has flat rectangular sides, while a cylinder would have curved sides.
Готові порахувати? Спробуйте безкоштовний калькулятор Hexagonal Prism
Спробуйте самі →