The salary statistics of mathematicians in the industry sector of federal, state, and local government are shown in Table 1. In Table 2 we compare mathematicians salaries in different industries within the federal, state, and local government sector.

Percentile Bracket | Average Annual Salary |
---|---|

10th Percentile Wage | |

25th Percentile Wage | |

50th Percentile Wage | |

75th Percentile Wage | |

90th Percentile Wage | |

Table 1 shows the average annual salary for mathematicians in the industry sector of federal, state, and local government. The salaries are shown in 5 percentile scales. The average annual salary for the 90th percentile (the top 10 percent of the highest paid) mathematicians is $160,290. The median annual salary (50th percentile) is $109,770. The average annual salary for the bottom 10 percent paid mathematicians is $67,310.

The following table and chart show the trend of the median salary of mathematicians in the industry sector of federal, state, and local government from 2012 to 2016.

Year | Median Salary | Yearly Growth | 4-Year Growth |
---|---|---|---|

2016 | 109,770 | 1.16% | 3.12% |

2015 | 108,500 | 0.99% | - |

2014 | 107,430 | 1.01% | - |

2013 | 106,350 | 0.00% | - |

2012 | 106,350 | - | - |

The average salaries of mathematicians in five
industries in the federal, state, and local government sector are shown below.
We note that within this industry sector, the salaries vary among different industries.
The highest paying industry for mathematicians occupations is the *federal, state, and local government (oes designation)*
industry with an annual salary $109,770.
The lowest paying industry is the *state government, including schools and hospitals* industry (annual salary $54,180).
For detailed mathematicians salary information in a particular industry,
use the links provided below.

Data source: The national compensation survey conducted by the U.S. Bureau of Labor Statistics (BLS) in 2016 and published in April 2017 [1].