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Relative frequency for a particular class
- a)Lies between 0 and 1
- b)Lies between 0 and 1, both inclusive
- c)Lies between –1 and 0
- d)Lies between –1 to 1
Correct answer is option 'A'. Can you explain this answer?
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Relative frequency for a particular classa)Lies between 0 and 1b)Lies ...
Relative frequency for a particular class lies between 0 and 1, both inclusive. Let us understand this statement in detail:
Definition of Relative Frequency:
Relative Frequency is the ratio of the frequency of a particular class to the total frequency of all classes.
Properties of Relative Frequency:
1. Relative frequency is always a non-negative value.
2. The sum of all relative frequencies of all classes is equal to 1.
Explanation of the Answer:
Based on the definition and properties of relative frequency, we can conclude that:
- Relative frequency is always a non-negative value: This means that the relative frequency of a particular class cannot be negative. It can be zero or a positive value.
- The sum of all relative frequencies of all classes is equal to 1: This means that the relative frequency of all classes combined is equal to 1. Therefore, the relative frequency of a particular class cannot be greater than 1.
Hence, the correct answer is option 'A': Relative frequency for a particular class lies between 0 and 1.
Definition of Relative Frequency:
Relative Frequency is the ratio of the frequency of a particular class to the total frequency of all classes.
Properties of Relative Frequency:
1. Relative frequency is always a non-negative value.
2. The sum of all relative frequencies of all classes is equal to 1.
Explanation of the Answer:
Based on the definition and properties of relative frequency, we can conclude that:
- Relative frequency is always a non-negative value: This means that the relative frequency of a particular class cannot be negative. It can be zero or a positive value.
- The sum of all relative frequencies of all classes is equal to 1: This means that the relative frequency of all classes combined is equal to 1. Therefore, the relative frequency of a particular class cannot be greater than 1.
Hence, the correct answer is option 'A': Relative frequency for a particular class lies between 0 and 1.
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Relative frequency for a particular classa)Lies between 0 and 1b)Lies ...
Relative Frequency: Relative frequency is defined as the proportion of observations corresponding to a particular value of the variable or a class of values of the variable. ... Relative frequency of any value or any class lies between 0 and 1
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Relative frequency for a particular classa)Lies between 0 and 1b)Lies between 0 and 1, both inclusivec)Lies between 1 and 0d)Lies between 1 to 1Correct answer is option 'A'. Can you explain this answer?
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