Bachelor Of Engineering (FH) - Technical Sales And Distribution salary in Thuringia

Monthly Median Gross Salary €4,287.00
Based on 3,658 salaries.
Employees who earn less 31,812,000
63% of the employees earn less in Germany.
Employees who earn similarly 962,000
4% of employees earn similarly in Germany.

Age and gender data combined

The monthly median gross salary for Bachelor Of Engineering (FH) - Technical Sales And Distribution in Thuringia is €4,287.00.

Based on 3,658 gross salaries
  • 25% of Bachelor Of Engineering (FH) - Technical Sales And Distribution employees earn less than €3,170.00,
  • 50% of Bachelor Of Engineering (FH) - Technical Sales And Distribution employees earn between €3,170.00 and €5,697.00,
  • 25% of Bachelor Of Engineering (FH) - Technical Sales And Distribution employees earn more than €5,697.00.
Get a clear understanding of the net salary after deducting taxes and social security contributions from the €4,287.00 gross salary with our user-friendly net salary calculator.

Salary variation by gender

Men
  • The median salary of Men is €4,505.00.
  • Based on 2,736 salaries.
Women
  • The median salary of Women is €3,646.00.
  • Based on 922 salaries.
The median salary of women is 19% lower than the median salary of men.

Salary variation by age

Medium gross salary, gender combined Bachelor Of Engineering (FH) - Technical Sales And Distribution in Thuringia with an age group of
  • 25 to 55 years will have a median salary of €4,265.00.
  • Above 55 years will have a median salary of €4,566.00. The difference between the previous and this age group's median salary is 7%.

Overview

Highest earner

The best-earning Bachelor Of Engineering (FH) - Technical Sales And Distribution are Men of Above 55 age groups who live in Munich. Their median salary is €7,167.00, which is a 67% increase over the median salary (€4,287.00) of the selected category.

Salaries above €7,050 in West Germany and €6,750 in East Germany were excluded from the assessment.

Median salaries by federal state

Included in the median

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