Question

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question : what is the volume of a cyclinder? ​

Answer 1

Answer:

$\pi {r}^{2} h$

Step-by-step explanation:

volume of cylinder= Area of base *height

$\pi {r}^{2} h$

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Answer 2

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Volume of the Cylinder = πr²h

• r = radius of the circular edge
• h = height

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Volume of the Cuboid = l × w × h

• l = Length
• w = Width
• h = Height

Volume of the Cube = a³

• a = length of edge or side

Volume of the Prism = B × h

• B = area of base
• h = height

Volume of the Sphere = (4⁄3)πr³

• r = radius of the sphere

Volume of the Pyramid = (1⁄3) × B × h

• B = area of the base
• h = height of the pyramid

Volume of Right Circular Cone = (1⁄3)πr²h

• r = radius of the circular base
• h = height

Volume of Rectangular Pyramid = (1⁄3) × l × w × h

• l = length of the base
• w = width of base
• h = height

Volume of Ellipsoid = (4⁄3) × π × a × b × c

• a, b, c = semi-axes of ellipsoid

Volume of Tetrahedron = a3⁄ (6 √2)

• a = length of the edge

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