Which measurement scale has an absolute zero point representing total absence of the property being measured?

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Multiple Choice

Which measurement scale has an absolute zero point representing total absence of the property being measured?

Explanation:
A ratio scale is defined by having a true zero point that represents the total absence of the property being measured. This allows meaningful comparisons using ratios, such as one value being twice another. For example, height, weight, distance, and duration have a true zero, so 2 meters is twice as long as 1 meter. Other scales lack a true, meaningful zero: an interval scale has equal units but an arbitrary zero (like Celsius temperature), while nominal scales categorize without order and ordinal scales rank without equal intervals.

A ratio scale is defined by having a true zero point that represents the total absence of the property being measured. This allows meaningful comparisons using ratios, such as one value being twice another. For example, height, weight, distance, and duration have a true zero, so 2 meters is twice as long as 1 meter. Other scales lack a true, meaningful zero: an interval scale has equal units but an arbitrary zero (like Celsius temperature), while nominal scales categorize without order and ordinal scales rank without equal intervals.

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