8th Pay Commission salary hike: Why 2.1 fitment factor, lower than 7th CPC’s 2.57, could still deliver a bigger hike

The 7th Pay Commission used a 2.57 fitment factor , but an employee body representative says a 2.1 factor under the 8th CPC could still deliver a larger effective increase once existing dearness allowance is taken into account.

Central government employees tracking the 8th Pay Commission may naturally compare any proposed fitment factor with the 2.57 multiplier used under the 7th Pay Commission. But according to a latest calculation by Manjeet Singh Patel, president of the All India NPS Employees Federation, that comparison can be misleading.

Patel's argument is that the fitment factor should not be viewed in isolation. Employees are already receiving dearness allowance (DA) on their existing basic pay, so the more relevant comparison is between the proposed revised basic salary and the pay they are currently receiving, including DA.

The 7th Pay Commission increased the minimum basic pay from ₹ 7,000 to ₹ 18,000 using a fitment factor of 2.57. On the face of it, that was a substantial increase.

However, employees were already receiving DA on their old basic salary when the new pay structure was introduced. At the time, DA was 125% of basic pay. On a basic salary of ₹ 7,000, that amounted to ₹ 8,750.

This meant an employee was already receiving ₹ 15,750 as basic pay plus DA. The revised basic salary of ₹ 18,000 therefore represented an increase of ₹ 2,250 over the amount the employee was already receiving as basic pay and DA.

Patel's latest calculation applies the same logic to the 8th Pay Commission. He uses a possible fitment factor of 2.1 on the current minimum basic salary of ₹ 18,000.

The important point, however, is that the employee's existing pay cannot be treated as only ₹ 18,000. DA is already paid over and above the basic salary. That means the effective increase needs to be measured against the employee's existing basic plus DA rather than against basic pay alone.

Patel's calculation therefore suggests that a fitment factor that looks lower than 2.57 could still result in a significantly higher effective increase than the 7th Pay Commission delivered.

His latest illustration puts the effective benefit from a 2.1 fitment factor at around 53%, compared with roughly 32% under the 7th Pay Commission.

These figures are Patel's calculations and are not an official estimate from the 8th Pay Commission.

If a 2.1 fitment factor were eventually approved, the minimum basic salary of ₹ 18,000 would become ₹ 37,800.

The same multiplier would take a basic salary of ₹ 25,500 at Pay Level 4 to ₹ 53,550. At Pay Level 13, a basic salary of ₹ 1,23,100 would become ₹ 2,58,510.

These numbers show the direct impact of applying a 2.1 multiplier to the existing basic pay. They do not represent the final salary an employee would receive, since the eventual pay structure would also determine allowances and other components.