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

Does the cubical expansibility depends on original volume? - Answers

Yes, cubical expansibility, which refers to the change in volume of a substance due to temperature changes, is independent of the original volume. It is a material property defined by the coefficient of cubical expansion, which indicates how much the volume of a substance will increase per degree change in temperature. Therefore, while the total change in volume will vary with the original volume, the ratio of volume change to the original volume remains constant for a given material.



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Does the cubical expansibility depends on original volume? - Answers

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

Yes, cubical expansibility, which refers to the change in volume of a substance due to temperature changes, is independent of the original volume. It is a material property defined by the coefficient of cubical expansion, which indicates how much the volume of a substance will increase per degree change in temperature. Therefore, while the total change in volume will vary with the original volume, the ratio of volume change to the original volume remains constant for a given material.



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

Does the cubical expansibility depends on original volume? - Answers

Yes, cubical expansibility, which refers to the change in volume of a substance due to temperature changes, is independent of the original volume. It is a material property defined by the coefficient of cubical expansion, which indicates how much the volume of a substance will increase per degree change in temperature. Therefore, while the total change in volume will vary with the original volume, the ratio of volume change to the original volume remains constant for a given material.

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      Yes, cubical expansibility, which refers to the change in volume of a substance due to temperature changes, is independent of the original volume. It is a material property defined by the coefficient of cubical expansion, which indicates how much the volume of a substance will increase per degree change in temperature. Therefore, while the total change in volume will vary with the original volume, the ratio of volume change to the original volume remains constant for a given material.

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