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How do you calculate volume of concrete placed in slump cone? - Answers

Calculate the volume of full cone. For this you need to reproduce the cone surface upto the point where radius becomes zero.Then deduct the volume of the portion which is cut from the full volume. You can't multiply the height to the average of bottom area and top area. Because area (pi.r^2) is the second degree function of radius, not first degree.



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How do you calculate volume of concrete placed in slump cone? - Answers

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

Calculate the volume of full cone. For this you need to reproduce the cone surface upto the point where radius becomes zero.Then deduct the volume of the portion which is cut from the full volume. You can't multiply the height to the average of bottom area and top area. Because area (pi.r^2) is the second degree function of radius, not first degree.



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

How do you calculate volume of concrete placed in slump cone? - Answers

Calculate the volume of full cone. For this you need to reproduce the cone surface upto the point where radius becomes zero.Then deduct the volume of the portion which is cut from the full volume. You can't multiply the height to the average of bottom area and top area. Because area (pi.r^2) is the second degree function of radius, not first degree.

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      Calculate the volume of full cone. For this you need to reproduce the cone surface upto the point where radius becomes zero.Then deduct the volume of the portion which is cut from the full volume. You can't multiply the height to the average of bottom area and top area. Because area (pi.r^2) is the second degree function of radius, not first degree.

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