JENPAS UG Expected Answer Key Date 2024

Mahima Gupta

Updated On: June 30, 2024 03:31 PM

Candidates can check out JENPAS UG Expected Answer Key Date 2024 here. Post the release of provisional answer keys, candidates can challenge the same (if required)
JENPAS UG Expected Answer Key Date 2024 (Image Credit: Pexels)JENPAS UG Expected Answer Key Date 2024 (Image Credit: Pexels)

JENPAS UG Expected Answer Key Date 2024: The West Bengal Joint Entrance Examinations Board has concluded JENPAS UG 2024 entrance examination on June 30, 2024. Going through the past year’s trends, it is observed that the answer keys are released within 6 to 7 days post the examination. Therefore to estimate the probable scores, candidates can expect JENPAS UG Answer Key 2024 on or by July 6 or 7, 2024 .

Candidates should use the answer key to calculate their scores by matching their answers with the provided response keys at cdnbbsr.s3waas.gov.in . The official JENPAS UG answer key is provisional and subject to challenge. A window for challenging the answer key will be opened on the official website. Any changes resulting from verified discrepancies will be incorporated into the final solution keys. The JENPAS UG result will be published based on the final answer keys rather than the original answer key.

JENPAS UG Expected Answer Key Date 2024

Candidates can find the expected answer key dates for JENPAS UG 2024 in the below table.

Event

Dates

JENPAS UG Answer Key Date 2024

Expected on or by July 6 or 7, 2024

If delayed

By July 10, 2024

The JENPAS UG 2024 test consists of 100 questions with a total of 115 marks. For each correct response, the user will be awarded one mark, and for each incorrect answer, the -1/4 mark will be deducted.  To access the answer key, candidates must cross-check their responses against the JENPAS UG response sheet.  They will need to count the number of correct and erroneous answers.  Once completed, they can use the following formulas to compute their scores:

  • JENPAS UG 2024 Score = 2 x (number of correct responses) - 0.25 x (number of incorrect responses)

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