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To find the volume of 25 pennies you will need to know the diameter and thickness of a penny. Calculate the radius by dividing the diameter in 1/2. Multiply the square of the radius by pi to find the area and then the area by the thickness to determine the volume.

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Q: The volume of twenty five pennies in cubic centimeters?
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The diameter of a U.S penny is 19.05 millimeters; one U.S. penny has a thickness of 1.55 millimeters. Here are the steps for calculating the volume of 25 U.S. pennies and converting the answer into cubic centimeters. First, go ahead and convert the measurements mentioned above from millimeters into centimeters, otherwise the final answer will be in cubic millimeters:19.05 millimeters = 1.905 centimeters (diameter of penny)1.55 millimeters = 0.155 centimeters (thickness of penny) Next, find the thickness of 25 pennies:0.155 x 25 = 3.875 centimetersNext, find a penny's radius by dividing its diameter by 2; a radius is half of a diameter:1.905/2 = 0.9525 centimetersNext, find the area of a penny's face using the formula: pi (3.14) multiplied by the square of the radius:0.9525 x 0.9525 x 3.14 = 2.84878462 square centimetersFinally, find the volume of 25 pennies by multplying the area of a penny's face by the thickness of 25 pennies:2.84878462 x 3.875 = 11.0390404 cubic centimeters (this is the volume of 25 U.S. pennies).9 cubic centimeters


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