Mode Homework Help
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Mode is the most frequently occurring value in a set of data value or the value which repeats the most.. It is most likely to be sampled value. It is the value at which Probability mass function has its maxima. It can be better understood by Mode Homework Help. A mode of a continuous probability distribution is the value at which probability density function takes its maximum value. Mode expresses important information about population or random variable. In case of normal distribution, the numerical value of mode is same as that of mean and median and different in case of highly skewed distributions. In case of discreet distribution, the mode id not necessarily unique as the probability mass function takes the same maximum value at different points. In case of uniform distribution, all the values occur most often equally. When the probability density function of a continuous distribution has multiple local maxima, then all the local maxima are commonly referred to as mode. Such distribution is referred to as multimodal. In case of symmetric unimodal distribution, the mean, median and mode coincide. The important factors are given by Mode Homework Help.
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Uses of Mode
Some uses of Mode given by Mode Homework Help are
• The concept of mode can also be used in case of nominal data (not numerical value), unlike mean and median. For instance, taking the sample of Korean family names, it is found that ‘Lee’ occurs more frequently than any other name. Then “Lee” would be the mode of the sample.
• The concept of Mode can be used for any random variable assuming values from integers and real numbers.
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