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The VSAT notification 2026 is expected to be released anytime soon. The announcement will be made through the official Vignan website.

There is no sectional time limit in SNAP exam. Candidates can use 60 minutes in whichever way they like. 

Yes, students are admitted on the basis of GUJCET entrance exam which is handled by ACPC Gujarat. Admission is given based on your Class 12 marks plus GUJCET score. Students must fill the ACPC form, upload docs and complete preference list to get the desired college. 

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}{A}^{-1}doesnotexistifweapplyoneormorerowoperationswhilefinding{A}^{-1}byelementaryrow\\ operations,obtainallzeroesinoneormorerows.\end{array}$

SNAP has 3 attempts for all candidates in a particular academic year. For every session, candidates has to pay application fee of INR 2500. The examination body allows candidates to attempt the exam once, twice or thrice – it is up to the candidate to choose the number of attempts. Ideally, two attempts of SNAP should be good as there is not much gap between the sessions, and one doesn't really get a lot of time to prepare for the second attempt to improve score.

The total fee for the BA course at Dr. DY ACS College includes multiple components, such as the tuition fee, admission fee, and other one-time charges. The tuition fee for the BA course is INR 90,000. Note: This information is sourced from the official website/sanctioning body and is subject to change.

SNAP has 60 questions but it is not mandatory to attempt all of them. Candidates should, however, try to attempt about 2/3^rd of total questions in each section for a good score, overall.

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}\left(i\right)Giventhat{A}^{\text{'}}=Aand{B}^{\text{'}}=B\\ LetP=AB\\ P^{\text{'}}={\left(AB\right)}^{\text{'}}\\ =B^{\text{'}}{A}^{\text{'}}\\ =BA\left[?A^{\text{'}}=Aand{B}^{\text{'}}=B\right]\\ =P\\ Hence,ABissymmetricifandonlyifAB=BA.\end{array}$

To avoid negative marking in SNAP, choose questions carefully. There are 60 questions in SNAP and not all are mandatory. So, solve only those which you are confident of.

Sol. ${\mathrm{O}}^{2-}>{\mathrm{F}}^{-}>{\mathrm{N}\mathrm{a}}^{+}>{\mathrm{M}\mathrm{g}}^{2+}$ . Greater the Zeff, smaller is size.

There is no difference between SNAP session 1, 2 and 3, apart from question sets. The exam pattern, marking scheme and test structure are same for all three sessions of SNAP, but the questions are different. The difficulty level of SNAP sessions is also the same.

The VSAT application form 2026 is expected to be released soon. Candidates will be able to fill the application form online from the official website.

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}IfAisasymmetricmatrix\\ \therefore A^{\text{'}}=-A\\ LetP=B^{\text{'}}AB\\ P^{\text{'}}={\left(B^{\text{'}}AB\right)}^{\text{'}}=B^{\text{'}}{A}^{\text{'}}{\left(B^{\text{'}}\right)}^{\text{'}}\left[?{\left(AB\right)}^{\text{'}}=B^{\text{'}}{A}^{\text{'}}\right]\\ =B^{\text{'}}AB\left[?A^{\text{'}}=Aand{\left(B^{\text{'}}\right)}^{\text{'}}=B\right]\\ P^{\text{'}}=P\\ So,Pisasymmetricmatrix.\\ Hence,B^{\text{'}}ABisasymmetricmatrix.\end{array}$

Yes, to get admission for UG Diploma and a Short-term course courses at Master Chef Institute of Hotel Management and Catering Technology, candidates must meet the eligibility criteria set by the college. Candidates must pass Class 12. The selection criteria are based on merit.

Arnav Paramedical Institute admission based on entrance exams. The institute accepts UP CNET and UPGET entrance exams. Arnav Paramedical Institute course admission begin with the online application. Interested candidates can apply directly through the official website. It is mandatory for studnets to qualify the eligibility criteria set by the institute for the desired course. 

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}\left(i\right)LetP=\left(AB-BA\right)\\ P^{\text{'}}={\left(AB-BA\right)}^{\text{'}}\\ ={\left(AB\right)}^{\text{'}}-{\left(BA\right)}^{\text{'}}\\ =B^{\text{'}}{A}^{\text{'}}-A^{\text{'}}{B}^{\text{'}}\left[?{\left(AB\right)}^{\text{'}}=B^{\text{'}}{A}^{\text{'}}\right]\\ =BA-AB\left[?A^{\text{'}}=Aand{B}^{\text{'}}=B\right]\\ =-\left(AB-BA\right)=-P\\ Hence,\left(AB-BA\right)isaskewsymmetricmatrix.\\ \left(ii\right)LetQ=\left(BA-2AB\right)\\ Q^{\text{'}}={\left(BA-2AB\right)}^{\text{'}}\\ ={\left(BA\right)}^{\text{'}}-{\left(2AB\right)}^{\text{'}}\\ =A^{\text{'}}{B}^{\text{'}}-2{\left(AB\right)}^{\text{'}}\left[?{\left(kA\right)}^{\text{'}}=k{A}^{\text{'}}\right]\\ =A^{\text{'}}{B}^{\text{'}}-2B^{\text{'}}{A}^{\text{'}}\\ \text{\&}\end{array}$

Master Chef Institute of Hotel Management and Catering Technology admissions are based on merit. Candidates can apply for a certificate programme after completing Class 12. Besides, aspirants also need to meet the eligibility requirements for admission. Once selected, candidates must pay the programme fee to confirm their seats in the institute.

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}IfAisaskewsymmetricmatrix\\ \therefore A^{\text{'}}=-A\\ {\left(kA\right)}^{\text{'}}=k{A}^{\text{'}}=k\left(-A\right)=-kA\\ Hence,kAisaskewsymmetricmatrix.\end{array}$

Moti Lal Nehru College PG cutoff list is out for multiple rounds across different categories of students belonging to the AI quota. For the OBC category students, the CUET PG cutoff scores varied between 85 and 174. However, please note that the cutoff scores vary for different courses, specialisations, rounds, and categories. Candidates can refer to the table below to view the OBC category cutoff 2025 for a few PG courses for different courses and rounds:

This is a Fill in the blanks Type Questions as classified in NCERT Exemplar

$\begin{array}{l}\left(i\right){\left(AB\right)}^{\text{'}}=B^{\text{'}}{A}^{\text{'}}\\ \left(ii\right){\left(kA\right)}^{\text{'}}=k.A^{\text{'}}\\ \left(iii\right){\left[k\left(A-B\right)\right]}^{\text{'}}=k{\left(A-B\right)}^{\text{'}}=k\left(A^{\text{'}}-B^{\text{'}}\right)\end{array}$