What Is The Volume Of A Hemisphere With A Diameter Of 54.8 In, Rounded To The Nearest Tenth Of A Cubic Inch?

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What Is The Volume Of A Hemisphere With A Diameter Of 54.8 In, Rounded To The Nearest Tenth Of A Cubic Inch?. Therefore, for a sphere of diameter 54.8 inches, the radius is 54.8/2=27.4 inches. To calculate the volume of a hemisphere, you can use the formula:

Formula For Calculating Volume How To Calculate Volume Of a Cylinder
Formula For Calculating Volume How To Calculate Volume Of a Cylinder from fity.club

Calculate the volume of a hemisphere using the formula v = (2/3)πr^3. The web page provides the answer to the question: To calculate the volume of a hemisphere, you can use the formula:

The Volume Of The Hemisphere Is 33015.4 Cubic Inches, Rounded To The Nearest Tenth.


Substitute r = 27.4 into the formula. Find the volume of a hemisphere with a diameter of 54.8 inches using the formula v = 32πr3. To calculate the volume of a hemisphere, you can use the formula:

The Volume Of The Hemisphere Is 43083.4 I N 3 43083.4 \, In^{3} 43083.4 I N 3, Rounded To The Nearest Tenth Of A Cubic Inch 1 Convert The Diameter Of The Hemisphere To The Radius.


The answer is 43083.4 cubic inches, rounded to the nearest tenth. It also shows the steps to solve the problem and the transcribed image text of the question. Calculate the volume of a hemisphere, including the area of a hemisphere and how much liquid it can hold.

In Pottery Making, Common Hemisphere Shapes Are Bowls Made On The Wheel Or.


V is the volume, r is the radius of the hemisphere, π (pi) is approximately. The volume of a hemisphere with a diameter of 54.8 inches is approximately 43135.2 cubic inches when rounded to the nearest tenth. The web page provides the answer to the question:

Calculate The Volume Of A Hemisphere Using The Formula V = (2/3)Πr^3.


The formula for the volume. V = (2/3) * π * r³. Therefore, for a sphere of diameter 54.8 inches, the radius is 54.8/2=27.4 inches.

As We May Know, The Radius (R) Is Half The Diameter.


The calculations involve finding the.

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