Enter the upper and lower bounds along with the approximate function power 4 into the calculator to determine the result in error bound.

## Error Bound Formula

The following equation is used to calculate the result in error bound.

n > [((b-a)^5)*M] / (180^1/4)

- Where n is the result in error bound
- a is the lower bound
- b is the upper bound
- M is the approximate function power 4

## Example

Lets look at an example problem of how to use this formula.

- First, determine the upper bound. For this example we will assume it is 4.
- Next, determine the lower bound. For this example we will say its’ 1.
- Next, determine the approximate function power 4. We will say this value is 3 for this problem.
- Finally, calculate the error bound using the formula above. We find the result = 1.4186.

## Related Terms

simpsons rule calculator |

simpsons rule formula |

how to calculate simpsons rule |

simpson’s rule calculator |

trapezoidal integration formula |

simpson’s rule calculator table |

simpson method formula |

formula for simpson’s rule |

formula of simpson rule |

simpson formulas |

trapezoidal and simpson’s rule formula |

trapezoidal rule and simpson’s rule calculator |

simpson’s rule table calculator |

simpson’s rule general formula |

simpson rule formula general maths |

simpson’s rule calculator program |