Happy Guru Purnima to you as well!

Since you're in a situation involving syllabus changes, it's best to confirm directly with your university or college administration. Here's what you can do:

• University Department: Reach out to the department you're enrolled in (e.g., Department of Physics, Chemistry, etc.). They can provide the most accurate information on how NEP syllabus transition will affect students with previous syllabus.
• Exams Department: The university's exams department might also have information on how students with pending credits from the old syllabus will be integrated into the new NEP system.

Here are some possibilities to consider:

• Bridge Courses: The university might offer bridge courses to help students with the transition from the old syllabus to the new NEP syllabus.
• Credit Transfer: There's a chance some credits from your old syllabus courses might be transferred to equivalent courses in the NEP syllabus, reducing the number of new subjects you need to take.

Clearing KTs: Regardless of the syllabus transition, clearing your KTs is crucial. It ensures you have the necessary foundation for higher semesters.

By contacting your university and focusing on clearing your KTs, you'll be in a better position to smoothly transition to the next year,  be it the old or the new NEP syllabus.

hope this helps you!!

Hello there,

To know about the colleges you might qualify based on your rank, visit the link below. It includes a college predictor which matches your rank with potential colleges.

KCET College Predictor

https://www.careers360.com/kcet-college-predictor?

To get answers on more queries visit, www.careers360.com

With an SC category rank of 41,715 and a CRL rank of 570,173 in JEE Main, getting into NITs or top-tier IITs for B.E./B.Tech may be challenging. However, you might find options in state engineering colleges in Maharashtra, as they often have seats reserved for SC candidates with lower cutoff requirements compared to NITs. Look into state-level entrance options like MHT CET or other reserved category seats in Maharashtra’s government and private engineering colleges for better chances.

Greetings!

LLB, or Bachelor of Laws, is a popular undergraduate program that typically spans 3 years. It's designed for those who wish to pursue a career in law. To be eligible, you usually need a bachelor's degree in any field with a minimum of 45% marks. The course covers various aspects of law across 6 semesters, providing a comprehensive understanding of legal principles and systems. LLB opens doors to diverse career paths in law, such as becoming a lawyer, legal consultant, or working in corporate legal departments. It's a foundational step for those aiming to make a mark in the legal domain, and the eligibility criteria ensure a basic academic background for prospective law students.

Hello,

Yes definitely, Here is a summary of the VTU Academic Calendar for the 1st Sem MBA in 2023-24-

- the first Semester begins- 12th February 2024

- Classes start from-12th February 2024

- Last day of the semester- 25th May 2024

Hope this helps you,

Thank you

https://www.careers360.com/courses/mba-master-of-business-administration

Correct Answer: Sikhs and the central government

Solution : Correct Option: Option 2
Explanation: The Punjab crisis in the 1980s involved conflicts between Sikhs, who were demanding greater autonomy and recognition, and the central government.

Correct Answer: 172

Solution : Given:
7 : 32 :: 35 : ?

Like, 7 : 32→(7 × 5) – 3 = 35 – 3 = 32
Similarly, for 35 : ?→(35 × 5) – 3 = 175 – 3 = 172

So, 35 is related to 172. Hence, the fourth option is correct.

Correct Answer: $1:4$

Solution : Given: A certain distance is covered by a cyclist at a certain speed. If a jogger covers half the distance in double the time.
We know the formula, $\text{Speed}=\frac{\text{Distance}}{\text{Time}}$
Let the cyclist travel at $x$ km/h and the distance to be covered takes $y$ hours.
So, the cyclist covered $xy$ km.
Jogger's distance travelled is $\frac{xy}{2}$ km.
The time is $2y$ hours.
The ratio of the speed of the jogger to that of the cyclist is $\frac{xy}{2\times 2y}:x$ or $1:4$
Hence, the correct answer is $1:4$

Correct Answer: 6.5

Solution : Let the number be $x$.
According to the question,
$(x + \frac{1}{2})\times 3=21$
⇒ $(x + \frac{1}{2}) =\frac{21}{3}=7$
⇒ $x =7- \frac{1}{2}$
$\therefore x =6.5$
Hence, the correct answer is 6.5.