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How is each scale divided into interval? - Answers

Each scale is divided into intervals based on its specific properties. In nominal scales, categories are distinct without a meaningful order, while ordinal scales have ordered categories with intervals that may not be consistent. Interval scales have equal intervals between values but no true zero point, allowing for meaningful comparisons of differences, while ratio scales possess equal intervals and a true zero, enabling comparisons of both differences and ratios.



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How is each scale divided into interval? - Answers

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

Each scale is divided into intervals based on its specific properties. In nominal scales, categories are distinct without a meaningful order, while ordinal scales have ordered categories with intervals that may not be consistent. Interval scales have equal intervals between values but no true zero point, allowing for meaningful comparisons of differences, while ratio scales possess equal intervals and a true zero, enabling comparisons of both differences and ratios.



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

How is each scale divided into interval? - Answers

Each scale is divided into intervals based on its specific properties. In nominal scales, categories are distinct without a meaningful order, while ordinal scales have ordered categories with intervals that may not be consistent. Interval scales have equal intervals between values but no true zero point, allowing for meaningful comparisons of differences, while ratio scales possess equal intervals and a true zero, enabling comparisons of both differences and ratios.

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      Each scale is divided into intervals based on its specific properties. In nominal scales, categories are distinct without a meaningful order, while ordinal scales have ordered categories with intervals that may not be consistent. Interval scales have equal intervals between values but no true zero point, allowing for meaningful comparisons of differences, while ratio scales possess equal intervals and a true zero, enabling comparisons of both differences and ratios.
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