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Aspirants who have completed graduation from a recognised university with at least 45% aggregate (40% aggregate for SC/ ST) can apply for LLB programme at SLS Pune. Candidates should have relevant documents proving their eligibility for verification at the time of admission. Besides, aspirants also need to pass AIAT conducted by SIU for admission.

Candidates who have completed Class 12 or equivalent examination with a minimum of 45% aggregate (40% aggregate for SC/ ST) are eligible to apply for BA LLB (Hons) programme at SLS Pune. Besides, aspirants must also pass SLAT for admission. Candidates should hold the documents proving their eligibility for verification at the time of admission.

  $\frac{x^2}{a^2}+\frac{y^2}{b^2}=1$

$\Rightarrow \frac{{\left(-4\sqrt[]{\frac{2}{5}}\right)}^2}{a^2}+\frac{32}{b^2}=1$                

$\Rightarrow \frac{32}{5a^2}+\frac{9}{b^2}=1$ ……. (i)

From (i)

$\frac{6}{b^2}+\frac{9}{b^2}=1\Rightarrow b^2=15\&a^2=16$

$a^2+b^2=15+16=31$

The CLAT is one of the main exams in the Law field, which can lead you to a top Law college at both the LLB and LLM levels. It's difficult to answer if the CLAT is enough, because it depends on your preferred colleges' criteria. Not every Law college in India accepts CLAT scores for Law courses; some conduct their university-level exams as well. 

Shri Krishna University offers BA and integrated BA programmes. The total fees for the BA courses, including Economics, Psychology, etc. is INR 54,000 - INR 72,900. Additionally, the total fees for the BA LLB (Hons) course is INR 2.83 lakh and INR 2 Lacs for the BA B.Ed course. The fee can vary based on the selected BA programme. Students must note that the mentioned fee is calculated as per the per year fee mentioned in the official prospectus of the university. It is still subject to revision and hence, is indicative.

Yes, students officially pursuing any MA course from ICFAI University Mizoram are required to submit a dissertation. During the last year of the course, all students are required to submit a dissertation as part of the curriculum. Students who get their projects approved and pass the related get the assigned credits.

Georgetown University has a rich alumni network worldwide. Georgetown has produced more than 165,000 alumni members, who are working for all over the globe and making university proud of them. Moreover, the Georgetown University alumni are highly skilled in Leadership, Project Management, Business Development, Business Strategy, Marketing, and more. Some of the notable alumni of Georgetown University are as follows

• Bill Clinton
• Bradley Cooper
• Maria Shriver
• Greta Van Susteren
• Antonin Scalia
• Allen Iverson
• Jim Gaffigan
• Ivanka Trump
• Steve Bannon
• Pat Buchanan
• Patrick Ewing
• Robert Gates
• Carl Reiner
• Paul Pelosi

  $\begin{array}{l}2x+y=4\\ 2x+6y=14\end{array}\}y=2,x=3$              

B (1, 2)

Let C (k, 4 – 2k)

Now AB² = AC²

->5k² – 24k + 19 = 0

$\alpha =\frac{6+1+\frac{10}{5}}{3}=\frac{18}{5}$    

Now 15 (a + b)

$15\left(\frac{17}{5}\right)=51$                

The commonly recognised related fields under the GATE Engineering and Technology are as follows -

• Aerospace Engineering (AE)
• Agricutural Engineering (AG)
• Biomedical Engineering (BM)
• Chemical Engineering (CH)
• Civil Engineering (CE)
• Computer Science and Information Technology (CS)
• Electrical Engineering (EE)
• Electronics and Communication Engineering (EC)
• Mechanical Engineering (ME)
• Mining Engineering (MN)
• Mettalurgical Engineering (MT)
• Naval Architecture and Marine Engineering (NM)
• Instrumentation Engineering (IN)
• Petroluem Engineering (PE)
• Textile Engineering and Fibre Science (TF)

There's absolutely no stream criteria in Class 12 to join a Law college or course at the UG, PG, or any level. However, in my opinion, if you still haven't opted for a stream and are planning to join a Law course, you must opt for Arts/Humanities.

The subjects will help you understand the history and political scenario of our country, and the curriculum structure will also help you grasp more theoretical knowledge, improve book-reading habits, and so on.  

$\frac{dy}{dx}+\frac{2^{x-y}\left(2^y-1\right)}{2^x-1}$ = 0

x, y > 0, y(1) = 1

$\frac{dy}{dx}=-\frac{2^x\left(2^y-1\right)}{2^y\left(2^x-1\right)}$         

${\displaystyle \int \frac{2^y}{2^y-1}dy=-{\displaystyle \int \frac{2^x}{2^x-1}dx}}$           

$=\frac{lo{g}_e\left(2^y-1\right)}{lo{g}_{e}2}=-\frac{lo{g}_e\left(2^x-1\right)}{lo{g}_{e}2}+\frac{lo{g}_{e}c}{lo{g}_{e}2}$  

Taking log of base 2.

$\therefore$  y = 2 – log₂ 

To become a professor in IIT, candidates need a Ph.D., strong research contributions, and a proven academic record. Those interested in how to become a professor in government colleges in India should note that prior teaching or industry experience is often required. Recruitment notifications are posted on the official IIT websites.

Yes, passing UGC NET or SET is mandatory for most college and university teaching jobs in India, especially for those who wish to become a professor in government colleges in India.

SIU offers scholarships to students pursuing a course from SLS Pune. The university offers scholarships based on merit and need of the candidates. Below are some of the scholarships available for SLS Pune students:

• Late Ms. Jayatee Deshmukh Scholarship
• Merit Scholarship Scheme for Students from North-East Region
• EBC Scholarship for Girl Students from Adopted Villages
• Merit Scholarship - SLS Pune (SLAT Toppers), etc.

Dr. DY Patil Dnyan Prasad University School of Pharmacy & Research MPharma seat intake is 15 for each specialisation. The institute offers three MPharma courses, making the total intake as 45. Students must note that this information is taken from the official website of DYPDPU School of Pharmacy & Research and is subject to change. For more information, students can visit the website or connect with the admission desk of the university.

Yes, industry professionals with significant experience can transition to academia, particularly in engineering, management, and technical fields. This is a viable option for those researching how to become a professor in India without a purely academic background.

  $l={\displaystyle \underset{-2}{\overset{2}{\int }}\frac{\left|x^3+x\right|}{e^{x\left|x\right|}+1}dx}$ ……. (i)

$l={\displaystyle \underset{-2}{\overset{2}{\int }}\frac{\left|x^3+x\right|}{e^{-x\left|x\right|}+1}dx}$ …. (ii)

$=\left(\frac{16}{4}+\frac{4}{2}\right)$ - 0

= 4 + 2 = 6