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Explain in Detail :Cumulative Relative Frequency Distribution
A cumulative relative frequency distribution is a graphical representation of the relative frequencies of data values in a data set. It is created by plotting the relative frequency of each data value on the vertical axis and the cumulative relative frequency of each data value on the horizontal axis. A cumulative relative frequency distribution is a graphical representation of a frequency distribution in which the relative frequencies of the data are plotted on the vertical axis and the corresponding cumulative frequencies are plotted on the horizontal axis. The area under the curve represents the total frequency of the data.
Examples of Relative Frequency:
The probability of a coin landing on heads is 1/2. This means that, out of every two times the coin is tossed, it will land on heads one time.
The probability of a die landing on a six is 1/6. This means that, out of every six times the die is tossed, it will land on a six one time.
