Linear Regression
South East > Berkshire
The following table provides summary statistics for permanent job vacancies advertised in Berkshire with a requirement for Linear Regression skills. Included is a benchmarking guide to the salaries offered in vacancies that have cited Linear Regression over the 6 months to 28 March 2024 with a comparison to the same period in the previous 2 years.
6 months to 28 Mar 2024 |
Same period 2023 | Same period 2022 | |
---|---|---|---|
Rank | - | - | - |
Rank change year-on-year | - | - | - |
Permanent jobs citing Linear Regression | 0 | 0 | 0 |
As % of all permanent jobs advertised in Berkshire | - | - | - |
As % of the Processes & Methodologies category | - | - | - |
Number of salaries quoted | 0 | 0 | 0 |
Median annual salary (50th Percentile) | - | - | - |
South East median annual salary | - | - | - |
All Process and Methodology Skills
Berkshire
Linear Regression is in the Processes and Methodologies category. The following table is for comparison with the above and provides summary statistics for all permanent job vacancies advertised in Berkshire with a requirement for process or methodology skills.
Permanent vacancies with a requirement for process or methodology skills | 2,716 | 2,939 | 3,137 |
As % of all permanent jobs advertised in Berkshire | 87.00% | 94.53% | 91.83% |
Number of salaries quoted | 1,882 | 1,623 | 2,055 |
10th Percentile | £29,750 | £31,250 | £32,500 |
25th Percentile | £38,000 | £40,000 | £44,000 |
Median annual salary (50th Percentile) | £55,000 | £55,000 | £57,500 |
Median % change year-on-year | - | -4.35% | - |
75th Percentile | £71,250 | £73,875 | £72,500 |
90th Percentile | £88,625 | £92,500 | £82,500 |
South East median annual salary | £50,000 | £55,000 | £55,000 |
% change year-on-year | -9.09% | - | +10.00% |
Linear Regression
Job Vacancy Trend in Berkshire
Job postings citing Linear Regression as a proportion of all IT jobs advertised in Berkshire.
Linear Regression
Salary Trend in Berkshire
3-month moving average salary quoted in jobs citing Linear Regression in Berkshire.