What Is The Volume Of A Hemisphere With A Diameter Of 61.5 Cm, Rounded To The Nearest Tenth Of A Cubic Centimeter?

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What Is The Volume Of A Hemisphere With A Diameter Of 61.5 Cm, Rounded To The Nearest Tenth Of A Cubic Centimeter?. Since a hemisphere is half of a sphere, the volume of a hemisphere is \ ( v = \frac {2} {3} \pi r^3 \). The volume of a hemisphere with a diameter of 61.5 cm is approximately 5866.2 cm³ when rounded to the nearest tenth.

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Calculate r = 6.1/2 =. Since a hemisphere is half of a sphere, we. Given that the diameter of the hemisphere is 61.5 cm, its radius is half of this, which is 30.75 cm.

The Volume Of A Hemisphere Is Therefore Half The Volume Of A Sphere With The Same Radius.


V\underline {}hemisphere = (1/2) * (4/3) * π * (30.75)^ {3} ≈ 58152.09375 cm^ {3} v hemisphere= (1/2)∗(4/3)∗π∗(30.75)3 ≈ 58152.09375cm3 Since a hemisphere is half of a sphere, we. Given that the diameter of the hemisphere is 61.5 cm, its radius is half of this, which is 30.75 cm.

Since A Hemisphere Is Half Of A Sphere, The Volume Of A Hemisphere Is \ ( V = \Frac {2} {3} \Pi R^3 \).


This is calculated by first determining the radius from. Use the formula for the volume of a sphere (which is 4/3 * π * r³) to find the volume of the hemisphere. Calculate r = 6.1/2 =.

'What Is The Volume Of A Hemisphere With A Diameter Of 6.1 Cm, Rounded To The Nearest Tenth Of A Cubic Centimeter?' 1 Cm, So The Radius R Is Half Of That.


Volume of hemisphere calculator uses volume of hemisphere = 2/3*pi*radius of hemisphere^3 to calculate the volume of hemisphere, volume of hemisphere formula is defined as the total. The volume of a hemisphere with a diameter of 61.5 cm is approximately 5866.2 cm³ when rounded to the nearest tenth. The radius of the hemisphere is half of the diameter, so \ ( r = \frac {61.5} {2} = 30.75 \) cm.

The Radius (R) Is 61.5 Cm / 2 = 30.75 Cm.


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