Exam

CAT hall ticket download link will be deactivated after the exam day, so candidates will not be able to download it after the exam day. Candidates must ensure they preserve their CAT admit card even after the exam as it may be needed at the time of admission. Do not discard your admit card until the admission process is complete as one cannot access it on the official website after the exam.

There is no option to make changes in the CAT admit card. Details printed on the candidate's hall ticket will be final and non-editable. Incase, there is any error in the details mentioned on the CAT admit card, like name or roll number of the candidate., etc. then that can be rectified by contacting the CAT help desk.

Yes, MAHGU provides admission to MBA aspirants who do not have a valid CAT score. As per the university's eligibility criteria for MBA admission, candidates must have passed Gradution or an equivalent exam is the only prerequisite to be eligible for admission. The university does accept CAT and MAT scores for MBA admissions. However, it is not mandatory for aspirants to have valid CAT/MAT scores. Eligible candidates are required to appear for the entrance exam, GD and interview conducted by the university.

Some B-schools ask for the CAT admit card and some do not, during admission. So, it is better to preserve the CAT admit card even after the exam. One must not discard it until they have secured admission in an MBA college. Having unsigned soft copy may not be helpful if any college asks for it. The signed and stamped copy (by the exam invigilator) of the CAT admit card will be considered actual proof of candidature.

Between MAT score and MAT percentile, the latter is considered for admission in most of the MAT accepting colleges. The MAT percentile is used for first round of candidate selection. In the first round, candidate's MAT percentile and academic scores are considered basis which they are selected for GD-PI. Thus, MAT aspirants must ensure that they perform optimally in all the sections of MAT to get a good percentile.

The authority released the SBI Clerk 2025 Mains result on the official website. The Mains exam was conducted on April 10 and 12, 2025. Candidates can access their SBI Clerk scorecard online by using the required login credentials. It is not sent to candidates via post. The SBI Clerk main 2025 scorecard includes section-wise marks, overall scores, cutoff marks, and other relevant details.

Candidates scoring good ranks must go for JEE Advanced exam. If not, then they must should focus on improving their JEE Main score to get into CCSU by taking multiple mock tests and practicing previous year's question papers. Candidates can identify their areas of proficiency and topics where they need improvement. If they can achieve full marks in their practice sessions, they can start preparing for JEE Advanced. However, if they cannot score full marks, it is recommended that they appear for multiple mock test series for more practice. 

When without slipping a body rotates and translates simultaneously is called rolling motion, such as a wheel on a road. It is the combination of rotatory and translatory motion. The point of contact has zero velocity relative to the surface in pure rolling. It is a condition in which there is no slipping or sliding during rolling.

According to the Class 11 Physics Chapter 6 System of Particles and Rotational Motion, for a rigid body to be in complete equilibrium, two conditions should be met:

• Net external torque = 0 (rotational equilibrium)
• Net external force = 0 (translational equilibrium)

The condition for equilibrium in rotational motion ensures that the body is not rotating or accelerating linearly. It is important in engineering and static structures to maintain stability like buildings or bridges.

The moment of inertia of a body about any axis to its moment of inertia about a parallel axis through the center of mass is the parallel axis theorem.
It states:
I = Ic + Mh2
Ic is the moment of inertia about the center
I is the moment of inertia of the body
h2 is the square of the distance between the two axes
M is the mass of the body