HomeBlogUCO Bank Apprentice Recruitment 2025 Notification Out for 532 Vacancies

UCO Bank Apprentice Recruitment 2025 Notification Out for 532 Vacancies

United Commercial Bank (UCO Bank) has announced 532 vacancies for the Apprentice posts on 21st October 2025 through official notification along with the application forms at www.ucobank.com. Candidates interested for these vacancies must submit their applications online by 31st October 2025. 

UCO Bank Apprentice Recruitment 2025 Notification Out

UCO Bank has released a detailed notification PDF (Advt No. HO/HRM/RECR/2025-26/COM-03) for the engagement of an Apprentice through UCO Bank Apprentice Recruitment 2025. The notification, including the details of the age limit, eligibility criteria, and salary, has been uploaded on the official website. Candidates can download the detailed advertisement by clicking the link below.

UCO Bank Apprentice Recruitment 2025 – Exam Summary

UCO Bank (United Commercial Bank) has invited online applications from candidates for the post of Apprentice. The selection will be done through a Screening Test/ Written Test and an Interview.

UCO Bank Apprentice Recruitment 2025 – Exam Summary
Organization UCO Bank (United Commercial Bank)
Post Name Apprentices
Vacancies 532
Advt.No. HO/HRM/RECR/2025-26/COM-03
Registration Dates 21st to 31st October 2025
Mode of Application Online
Selection Process Screening Test/ Written Test and Interview
Salary Rs 15000/-
Official Website www.ucobank.com

UCO Bank Apprentice Recruitment 2025 Important Dates

Event Dates
Official Notification Release Date 21st October 2025
Online Application Start Date 21st October 2025
Last Date to Apply Online 31st October 2025
Last Date for Fee payment 5th November 2025
Admit Card 7-10 days before exam date
Exam Date 9th November 2025

UCO Bank Apprentice Vacancy 2025

The vacancies have been released state-wise and category-wise for the post of Apprentices in UCO Bank (United Commercial Bank). Candidates must apply for their respective state and check the vacancy distribution from the snippet below.

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