What is the Bihar D.El.Ed. Normalization Process 2025, Formula, Steps

What is the Bihar D.El.Ed. Normalization Process 2025: The Bihar D.El.Ed. is an entrance test conducted by the Bihar School Examination Board to facilitate admission to 2 years Diploma in Elementary Education course.

The exam is being conducted in multiple shifts and the difficulty level varies for all sessions. In order to adjust the raw score of applicants, the conducting authority employs a normalization process. 

The normalization process uses a specific formula to evaluate fair performance of candidates across various shifts. The Bihar D.El.Ed. 2025 for the session 2025-27 is scheduled to take place on 27th February 2025. As the exam approaches, candidates must be well-informed about the normalization process. 

Bihar D.El.Ed. Normalization Process 2025

The Bihar D.El.Ed. The normalization process is applied for the exam conducted in various shifts and different dates. This process ensures a fair evaluation of the performance of candidates to avoid dissatisfaction among aspirants.

The Bihar D.El.Ed. is a state-level joint entrance test conducted by the Bihar School Examination Board (BSEB) for admission to the D.El.Ed. program spanning 2 years. This exam serves as a gateway for aspirants seeking to become primary and middle school teachers in Bihar. 

The exam is organized via computer-based mode across various shifts due to the huge number of applicants. This process aims to avoid the influence of shifts for which candidates appeared for.

Bihar D.El.Ed. Normalization Formula

The Bihar D.El.Ed. Normalization Formula 2025 considers various parameters including raw score, average score of the particular shift, variations in score and overall average score. As the exam is organized in different shifts, there is a possibility that one shift has easier paper as compared to other sessions or vice versa.

The normalization formula allows to equate the fluctuations of difficulty among all the shifts to ensure a fair evaluation. Candidates must be aware of how the normalization formula works. Here is the step-by-step procedure explaining about the normalization process:

• Collection of Raw Scores - The raw scores indicate the number of correct answers provided by candidates for each shift are collected.
• Difficulty Level - The difficulty level of each shift is determined based on the performance of candidates in that shift. If candidates secure higher marks in the particular shift compared to others, the shift is considered easier.
• Application of Normalization Formula - A specific formula is applied to adjust the raw score which includes:

Adjusted Score = (Raw Score - Average Score of the particular shift) / Variations in Score for that shift × Overall Variation in Scores + Overall Average Score

• a. Average Score of that Shift: The average score obtained by candidates in that particular shift of exam.
• b. Variation in Scores for that Shift: It measures the variations of scores from the average score for that shift. The variation is low if most candidates secure almost equal scores and higher if variation is usually more.
• c. Overall Average Score: Indicates the average score of all candidates throughout all shifts.
• d. Overall Variation in Scores: It shows the variations of the overall score of candidates across all shifts.
• Adjusted Score - The normalization formula adjusts the scores of each candidate considering the difficulty level for which they appeared for. The formula provides the resultant that reflects a fair comparison of the candidate's performance across all shifts.
• Final Normalized Score - The final normalized score determines the eligibility of candidates for selection. It is considered as the final score ensuring a fair evaluation process.

Minimum Qualifying Marks for Bihar D.El.Ed. 2025

The minimum qualifying marks for Bihar D.El.Ed. 2025 indicates the minimum score needed to be achieved by candidates in order to pass the examination. The category-wise bifurcation of minimum passing marks for Bihar D.El.Ed. is tabulated below: