A percentage is a way of expressing a number as a fraction of 100, using the symbol "%". For example, 25% represents 25 out of 100, which is equivalent to 1/4. In aptitude problems, percentages are used to describe profit, loss, marks and many other comparisons. Therefore, the process of expressing a quantity as a fraction of 100 is exactly the definition of percentage.
Option A:
A fraction represents a part of a whole and can have any denominator, not necessarily 100. While every percentage can be written as a fraction, not every fraction is expressed with denominator 100. The question specifically mentions "fraction of 100," which is more precise than the general idea of a fraction. Hence, this option is not fully accurate.
Option B:
A ratio compares two quantities, but it does not require that one of them be 100. For instance, 3:5 is a ratio, yet it is not expressed per hundred. Thus, although percentages are related to ratios, the question is looking for the more specific term that involves 100 as the base.
Option C:
Percentage is correct because it directly means "per hundred," indicating how many parts out of 100 a quantity represents. Converting marks into percentages, such as 80 out of 100 being 80%, is a standard example. This concept is central to many UGC NET Paper 1 numerical questions on growth rates, scores and comparisons.
Option D:
Average is the central value of a set of numbers and is commonly found by dividing the sum of observations by the number of observations. It does not involve expressing quantities as a fraction of 100. Therefore, average is unrelated to the description in the question and cannot be the correct answer.
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