Briefly Outline the Nominal,ordinal and Ratio Scales of Measurement and Explain

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The Answer is The nominal scale of measurement is the simplest and involves categorizing data into distinct categories with no specific order or ranking. An example of the nominal scale is classifying people by their eye color, such as blue, brown, or green.

The ordinal scale involves categorizing data into distinct categories with a specific order or ranking. An example of the ordinal scale is ranking students based on their performance in a competition, such as first place, second place, and so on.

The ratio scale is the most comprehensive and involves categorizing data into distinct categories with a specific order or ranking, as well as having a true zero point. This means that ratios and proportions can be calculated. An example of the ratio scale is measuring the weight of objects, where zero weight means the absence of weight and ratios can be calculated.

Accountants commonly use the ratio scale of measurement because it allows for more meaningful and comprehensive analysis of financial data. For example, when analyzing financial statements, accountants use ratios such as the debt-to-equity ratio, return on investment, and profit margin, which require the use of a ratio scale to accurately interpret and compare financial data. Additionally, the ratio scale allows for more precise calculations and comparisons, making it the most suitable for accounting purposes.

Briefly Outline the Nominal,ordinal and Ratio Scales of Measurement and Explain

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