8th Pay Commission Pay Matrix Table Calculator

8th Pay Commission Calculator

Calculate your estimated salary based on the proposed fitment factor

Enter Fitment Factor

What is Pay Matrix?

The Pay Matrix is a table used by the Government of India to determine the salary of Central government employees. In this table, basic salary, the minimum and maximum salary, the number of stages, and the percentage increment in salary each year all are included.
The Pay Matrix was introduced to replace the previous system of grade pay and pay bands. In the 6th Pay Commission, there were grade pay and pay bands. For example, if an employee’s pay band was 23,700-42,200, it meant that their salary started at 23,700 and could increase up to 42,200, with an annual increment of 2-3%. However, there were many challenges with this Pay Band and Grade Pay system,
In the 7th Pay Commission, the grade pay and pay band system was ended. and has come Pay Matrix Table. in this Pay Matrix Table all level , level 1 to level 18 and all stages is given with annual increment.
So,7th Pay Commission, there is no longer any relevance to pay bands or grade pay.

this is image for 8th pay matrix , estimated pay matrix, projected pay matrix, so use this tool and , see what is your expected pay matrix table would be.
8th CPC pay matrix Table Calculator

How does the Pay Matrix Table work?

The table is structured horizontally and vertically. The rows represent the Stages , and the columns show different-different level. For example, for Level 1, the basic pay might be 18,000. After the increment in the second year, it could rise to 18,500. The rows show the increment at each stage.

8th Pay Commission Expected Pay Matrix Table |

The 8th Pay Commission Expected Pay Matrix table shows the salary structure for government employees in India, based on a fitment factor of 2.57. It includes various pay levels from Level 1 to Level 18, offering a clear overview of expected pay increments.
8th Pay Commission Expected Pay Matrix based on the fitment factor of 2.57

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