Hemisphere Volume Calculator
Radius (r) | Hemisphere Volume (V) |
---|---|
1 | (2/3)π |
2 | (16/3)π |
3 | 18π |
4 | (128/3)π |
5 | (250/3)π |
6 | 144π |
7 | (686/3)π |
8 | (1024/3)π |
9 | 486π |
10 | (2000/3)π |
… | … |
FAQs
- What is the formula for a hemisphere volume? The formula for the volume of a hemisphere is: V = (2/3)πr³, where r is the radius of the hemisphere.
- What is the volume of a hemisphere vs sphere? The volume of a hemisphere is half the volume of a sphere with the same radius.
- What is the volume of a hemisphere with the circumference? The volume of a hemisphere can’t be determined solely from its circumference; you need the radius for an accurate calculation.
- How do you find the volume of a hemisphere on top of a cylinder? To find the volume of a hemisphere on top of a cylinder, you calculate the volume of the cylinder and add half the volume of the hemisphere.
- What is the volume of a hemisphere using the surface area? The volume of a hemisphere can’t be directly determined from its surface area; you need additional information, such as the radius.
- What is the volume of a hemisphere of 42? It seems like you’re referring to a hemisphere with a radius of 42. The volume would be calculated using the formula: V = (2/3)π(42)³.
- Is the volume of a hemisphere twice the volume of a sphere? No, the volume of a hemisphere is half the volume of a sphere with the same radius.
- How much is a hemisphere of a sphere? I’m not sure what you’re asking here. Please provide more context or clarify the question.
- What is an example of a hemisphere in math? An example of a hemisphere in math could be a dome on top of a building or a half-sphere container.
- What is the volume of a hemisphere with a radius of 12? The volume would be calculated using the formula: V = (2/3)π(12)³.
- What is the volume of a hemisphere with height? A hemisphere typically doesn’t have a height. If you’re referring to a cylindrical portion with a hemisphere on top, you would calculate the volume of the cylinder and add half the volume of the hemisphere.
- What is the formula for the surface area and volume of a hollow hemisphere? The formula for the surface area of a hollow hemisphere involves the inner and outer radii. The volume of a hollow hemisphere would involve the difference in volumes of the two hemispheres (outer and inner) and can get quite complex.
- How do you find the surface area of a hemisphere and cylinder? The surface area of a hemisphere can be calculated using the formula: A = 2πr², and the surface area of a cylinder is: A = 2πrh + 2πr².
- What is the volume of a solid hemisphere whose radius is R? The volume of a solid hemisphere would still be: V = (2/3)πR³, where R is the radius.
- What is the volume of the hemisphere of 21? If you’re referring to a hemisphere with a radius of 21, the volume would be calculated using the formula: V = (2/3)π(21)³.
- How do you find the surface area of a hemisphere? The surface area of a hemisphere can be calculated using the formula: A = 2πr².
- Are the volume of a hemisphere numerically equal? I’m not sure what you’re asking here. Please provide more context or clarify the question.
- What is the volume of a hemisphere without a bottom? If you’re referring to a hemisphere with the flat side removed, it’s not a well-defined shape, and the volume calculation would depend on the specific geometry.
- Is a hemisphere ___ a sphere? A hemisphere is half of a sphere.
- Is sphere and hemisphere the same? No, a sphere is a three-dimensional object with all points on its surface equidistant from its center, while a hemisphere is half of a sphere, resembling a half-sphere or a dome shape.
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