Which is the best textbook for the preparation of CEED exam?
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Yes, CEED is one of the accepting exams for admission to MDes programme at School of Design, MIT WPU. However, it is not mandatory to pass CEED. Aspirants can also appear for MIT WPU CET for admission to the course. Aspirants applying for BDes do not require qualifying CEED. They need to pass any of the accepted entrance exams for BDes programme for admission.
There is no limit on the number of times a candidate can appear for the Common Entrance Examination for Design (CEED). Candidates are free to attempt the exam multiple times, as long as they fulfill the eligibility criteria for each attempt.
Unlimited Attempts: Candidates can sit for the CEED exam as many times as they wish, with no restriction on the number of attempts.
No Age Limit: There is no maximum age limit for appearing in CEED.
Yes, but only in Part A.
In Part A (the computer-based section), some questions have negative marking.
Typically, Multiple Choice Questions (MCQs) in Part A carry negative marks for wrong answers.
However, Numerical Answer Type (NAT) and Multiple Select Questions (MSQ) usually do not have negative marking (depending on the instructions for that year's exam).
Part B, which tests sketching, creativity, and design skills, has no negative marking because it is evaluated manually based on quality and creativity.
IIT Bombay is exam conducting body for CEED 2026. The institute, however, doesn’t prescribed any study material for the exam.
We at Shiksha.com have compiled a list of recommended books for CEED 2024 after consulting previous years’ CEED question papers. The names suggested by toppers and experts have also been taken into account when compiling this list.
Good study material will typically cover the updated CEED syllabus, will be well written, contain examples and images, etc.
The CEED 2025 Part A cutoff has been officially released by IIT Bombay on February 6, 2025. The cutoff is presented in terms of the mean and standard deviation of all candidates' scores:
Mean: 45 .48
Standard Deviation : 16.98
To determine the qualifying marks for different categories, the following formulas are applied:
General (Open) Category: Mean+ (Standard Deviation / 2) = 45.48 + (16.98 / 2) = 53.97
OBC-NCL / EWS: 90% of General cutoff = 0.9 * 53.97 = 48.57
SC / ST / PwD: 50% of General cutoff = 0.5 * 53.97 = 26.99
Candidates must meet or exceed these cutoff marks in Part A to have their Part B responses evaluated. Only those who q
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