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https://math.answers.com/math-and-arithmetic/How_do_I_calculate_the_volume_of_a_circular_tub

How do I calculate the volume of a circular tub? - Answers

Assuming that both the floor and the upper rim are exactly the same size and the walls surrounding the tub are straight in a vertical direction, the tub is a cylinder. Here is the equation: h * r^2 * pi Where h is the height of the tub, r^2 is the radius (half of the tub's diameter) squared, and pi is, of course, approximately 3.14



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How do I calculate the volume of a circular tub? - Answers

https://math.answers.com/math-and-arithmetic/How_do_I_calculate_the_volume_of_a_circular_tub

Assuming that both the floor and the upper rim are exactly the same size and the walls surrounding the tub are straight in a vertical direction, the tub is a cylinder. Here is the equation: h * r^2 * pi Where h is the height of the tub, r^2 is the radius (half of the tub's diameter) squared, and pi is, of course, approximately 3.14



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https://math.answers.com/math-and-arithmetic/How_do_I_calculate_the_volume_of_a_circular_tub

How do I calculate the volume of a circular tub? - Answers

Assuming that both the floor and the upper rim are exactly the same size and the walls surrounding the tub are straight in a vertical direction, the tub is a cylinder. Here is the equation: h * r^2 * pi Where h is the height of the tub, r^2 is the radius (half of the tub's diameter) squared, and pi is, of course, approximately 3.14

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      Assuming that both the floor and the upper rim are exactly the same size and the walls surrounding the tub are straight in a vertical direction, the tub is a cylinder. Here is the equation: h * r^2 * pi Where h is the height of the tub, r^2 is the radius (half of the tub's diameter) squared, and pi is, of course, approximately 3.14

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