Marginal Relative Frequency Calculator

Formula

To calculate the marginal relative frequency:

\[ MRF = \frac{F}{T} \]

Where:

\(MRF\) is the Marginal Relative Frequency
\(F\) is the Frequency of the Event
\(T\) is the Total Frequency of All Events

What is Marginal Relative Frequency?

Marginal relative frequency is a statistical measure used to describe the proportion of a single event in a set of data. It is calculated by dividing the frequency of the event by the total frequency of all events. This measure is useful in understanding the distribution of data and is often used in the fields of statistics and probability.

Example Calculation

Let's assume the following values:

Frequency of the Event (\(F\)) = 20
Total Frequency of All Events (\(T\)) = 100

Using the formula:

\[ MRF = \frac{20}{100} = 0.2000 \]

The marginal relative frequency is 0.2000.