Enter the total in the ith row, total in the jth column, and grand total into the calculator to determine the expected frequency.

- Post Test Probability Calculator
- Relative Standard Deviation Calculator
- Standard Normal Distribution Calculator

## Expected Frequency Calculator

The following equation can be used to calculate the expected frequency of a contingency table.

E =( Ri + Cj )/ N

- Where E is the expected frequency
- Ri is the total in the ith row
- Cj is the total in the jth column
- N is the grand total

In the case of a contingency table, this expected frequency calculation must be performed on each sell. So if you have 32 rows and columns, you will need to do the calculation 32 times.

## FAQ

**What is an expected frequency?**

An expected frequency is a term used in statistics to describe the probability count of a contingency table calculation.

**How is expected frequency calculated?**

An expected frequency is calculated using the formula above for each cell.

## Related Terms

expected frequency calculator |

expected frequency formula |

how to calculate expected frequency |

expected frequency |

how to find expected frequency |

how to calculate expected frequency in chi square |

chi square expected frequency |

expected frequency probability |

observed and expected frequencies |

how to calculate expected frequency in excel |

expected frequency example |

how to calculate expected frequency in chi square test |

how to work out expected frequency |

how to calculate the expected frequency |

expected frequency excel |

expected cell frequency |

expected frequency table calculator |

table of expected frequencies |

expected and observed frequencies |

expected frequency in chi square test |

how to find expected frequency from observed frequency |

how do you calculate expected frequency |

how to calculate expected frequency from observed frequency |

expected frequency in binomial distribution |

observed frequencies and expected frequencies |