Ask & Answer: India's Largest Education Community

1000+ExpertsQuick ResponsesReliable Answers

Need guidance on career and education? Ask our experts

Characters 0/140

The Answer must contain atleast 20 characters.

Add more details

Characters 0/300

The Answer must contain atleast 20 characters.

Keep it short & simple. Type complete word. Avoid abusive language. Next

Your Question

Edit

Add relevant tags to get quick responses. Cancel Post




Ok

All Questions

New Question

5 months ago

0 Follower 4 Views

A
Anshul Jindal

Contributor-Level 10

Yes, the majority of the recognised colleges, both government and private, admit the candidates for the BEd program via the Bihar BEd CET entrance exam. 

New Question

5 months ago

0 Follower 1 View

A
Anshul Jindal

Contributor-Level 10

Around 350+ teacher training colleges across Bihar participate in the Bihar BEd CET. These include government, private, and minority institutions affiliated with various state universities. Candidates can secure admission to these colleges only through CET counselling after qualifying the entrance exam.

New Question

5 months ago

0 Follower 4 Views

Shiksha Ask & Answer
Shoaib Mehdi

Contributor-Level 10

BA LLB is a good course of ALC Noida in terms of placement opportunities. Check out the key highlights of Asian Law College placements for the BA LLB Class of 2023 and 2024 in the table below:

ParticularsStatistics (2023)Statistics (2024)
Median SalaryINR 4.2 LINR 4.5 L
Total Students Graduated146151
Students Placed4850
Students Opted for Higher Studies1418
Source:  Asian Law College Noida NIRF Report 2025

New Question

5 months ago

0 Follower 1 View

S
Saurabh Khanduri

Contributor-Level 10

No, the BTech application process at GITAM cannot be completed in offline mode. To gain admissions into the BTech course at GITAM, candidates must register for the JEE Main entrance exam. Registrations for the JEE Mains entrance exam can only be done through the prescribed method in the announcement circular. Application in any other form is unacceptable, including offline applications.

New Question

5 months ago

0 Follower 2 Views

A
abhishek gaurav

Contributor-Level 9

The level of difficulty of LNMIIT Jaipur entrance exams varies with the programme. For BTech, admission is based on JEE Main which is moderately tough. Entrance tests for MSc and M.Tech are course-specific but are manageable if prepared. The tests evaluate conceptual thinking as opposed to memory.

New Question

5 months ago

0 Follower 7 Views

P
Padala Rakesh

Beginner-Level 2

Yes because minimum 60 percentage of class 12 in mathematics, physics, chemistry.

Will get a direct admission in LMNIIT

Jaipur 

New Question

5 months ago

0 Follower 1 View

R
Raj Pandey

Contributor-Level 9

Kindly consider the following Image 

 

New Question

5 months ago

0 Follower 2 Views

A
abhishek gaurav

Contributor-Level 9

The rank required in JEE Main for LNMIIT Jaipur changes every year according to cut-offs. Students with good ranks are more likely to get admission in desired branches. Trends in cut-offs are seat-dependent and performance-based. Referring to previous year cut-offs assists in approximating chances of admission.

New Question

5 months ago

0 Follower 1 View

I
Indrani Tyagi

Contributor-Level 10

No, as per the information available on the admission brochure of  NIELIT Calicut, it explicitly mentions that there is no provision for applying offline for the M.Tech course. Moreover, candidates should apply through online mode only. The application will be collected online only. The online application process includes multiple steps, such as filling out the application form, submitting the required details, paying an application fee, appearing in the counselling process, releasing the merit list, etc.

New Question

5 months ago

0 Follower 3 Views

R
Raj Pandey

Contributor-Level 9

(P? ¹AP - I)²
= (P? ¹AP - I) (P? ¹AP - I)
= P? ¹A (PP? ¹)AP - P? ¹AP - P? ¹AP + I
= P? ¹A²P - 2P? ¹AP + I
= P? ¹ (A² - 2A + I)P = P? ¹ (A - I)²P
| (P? ¹AP - I)²| = |P? ¹ (A - I)²P| = |P? ¹| | (A - I)²| |P| = | (A - I)²| = |A - I|²
A - I = [1, 7, w²], [-1, w², 1], [0, -w, -w]
|A - I| = 1 (-w³ + w) - 7 (w) + w² (w) = -w³ + w - 7w + w³ = -6w.
|A - I|² = (-6w)² = 36w².

New Question

5 months ago

0 Follower 2 Views

S
Saurabh Khanduri

Contributor-Level 10

To get admissions into the BTech course of GITAM, a candidate must register for the JEE Mains entrance exam. Candidates can do so by visiting the official portal of JEE Mains. Once registered, candidates must appear for the exam on the scheduled date and score an appropriate rank. If the candidates is successful, they can visit the official website of GITAM fill in the application form for BTech admissions.

New Question

5 months ago

0 Follower 9 Views

Shiksha Ask & Answer
Shoaib Mehdi

Contributor-Level 10

Pursuing a BA LLB course in Physical Science from Asian Law College Noida is a good decision in terms of placement and future scope. Check out the key highlights of Asian Law College placements for the BA LLB Class of 2023 and 2024 in the table below:

ParticularsStatistics (2023)Statistics (2024)
Median SalaryINR 4.2 LINR 4.5 L
Total Students Graduated146151
Students Placed4850
Students Opted for Higher Studies1418
Source:  Asian Law College Noida NIRF Report 2025

New Question

5 months ago

0 Follower 1 View

D
diksha soni

Contributor-Level 10

The institution has not released the overall average package. The median package offered at Dr DY Patil Arts, Commerce, and Science College placements in recent years is present in the table below:

Particulars

Placement Statistics (2022)

Placement Statistics (2023)

Placement Statistics (2024)

Median Salary

INR 2.50 LPA (UG 3-year)

INR 2.50 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

New Question

5 months ago

0 Follower 6 Views

R
Raj Pandey

Contributor-Level 9

Let A = [a? ]? Sum of diagonal elements of A.A? is Tr (A.A? ) = ∑? ∑? a? ² = 9.
where each a? ∈ {0, 1, 2, 3}.
Case I: One of a? = 3 and rest are 0. (3²=9). There are? C? = 9 ways.
Case II: Two of a? are 2, one is 1, and rest are 0. (2² + 2² + 1² = 9). There are? C? *? C? = 36 * 7 = 252 ways.
Case III: One of a? = 2, five are 1, and rest are 0. (2² + 1²+1²+1²+1²+1² = 9). There are? C? *? C? = 9 * 56 = 504 ways.
Case IV: All nine a? = 1. (1² * 9 = 9). There is 1 way.
Total = 9 + 252 + 504 + 1 = 766.

New Question

5 months ago

0 Follower 1 View

D
diksha soni

Contributor-Level 10

The institution has not released the course-wise placement packages as of yet. Meanwhile the NIRF report for engineering  has been released. Check out the table below to know more:

Particulars

Placement Statistics (2022)

Placement Statistics (2023)

Placement Statistics (2024)

Total Students

1,766 (UG 3-year)

483 (PG 2-year)

1,956 (UG 3-year)

565 (PG 2-year)

1,983 (UG 3-year)

573 (PG 2-year)

No. of Students Placed

674 (UG 3-year)

 307 (PG 2-year)

321 (UG 3-year)

112 (PG 2-year)

510 (UG 3-year)

340 (PG 2-year)

Median Salary

INR 2.50 LPA (UG 3-year)

INR 2.50 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

NOTE: The above data is obtained from the NIRF report 2025

New Question

5 months ago

0 Follower 1 View

S
Shreya Basu

Contributor-Level 10

International students are expected to meet certain basic eligibility criteria, based on which universities admit students each year. While every university has some additional criteria as per its programs, there are certain general criteria that students must make sure to fulfill to strengthen their profiles and increase their chances of admission. Below are some of the general admission requirements by most universities offering MIM programs abroad:

...more

New Question

5 months ago

0 Follower 2 Views

S
Saurabh Khanduri

Contributor-Level 10

No, the JEE Mains exam dates have not been announcedat this point of time. Generally, the JEE Mains timeline is announced in the month of October which is very soon to arrive. Candidates who are interested in appearing for the JEE Mains examination are advised to visit the official portal to remain updated on the release of the announcement circular.

New Question

5 months ago

0 Follower 2 Views

D
diksha soni

Contributor-Level 10

Yes, Dr DY Patil Arts, Commerce, and Science College has an impressive placement record. The table below provides the placement data for the past three years as per the NIRF Report 2025:

Particulars

Placement Statistics (2022)

Placement Statistics (2023)

Placement Statistics (2024)

Total Students

1,766 (UG 3-year)

483 (PG 2-year)

1,956 (UG 3-year)

565 (PG 2-year)

1,983 (UG 3-year)

573 (PG 2-year)

No. of Students Placed

674 (UG 3-year)

 307 (PG 2-year)

321 (UG 3-year)

112 (PG 2-year)

510 (UG 3-year)

340 (PG 2-year)

Median Salary

INR 2.50 LPA (UG 3-year)

INR 2.50 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

INR 4.50 LPA (UG 3-year)

INR 6 LPA (PG 2-year)

NOTE: The above data is obtained from the NIRF report 2025

New Question

5 months ago

0 Follower 1 View

D
diksha soni

Contributor-Level 10

Dr DY Patil Arts, Commerce, and Science College provides good placements to its graduating students. The students are given excellent placement support every year placing them in top companies. Check out the table below to know the key highlights of the Dr DY Patil Arts, Commerce, and Science College placements 2024:

Course 

Total Students (2024)

Students Placed (2024)

Median Salary (2024)

UG 3-year

1,983

510

INR 4.5 LPA

PG 2-year

573

340

INR 6 LPA

NOTE: The above data is obtained from the NIRF report 2025

New Question

5 months ago

0 Follower 4 Views

R
Raj Pandey

Contributor-Level 9

A = lim (n→∞) (2/n) ∑ (r=1 to n) f (r/n + n/ (n²)
(The term n/n² seems intended to be part of the function argument, not simply added. The solution proceeds as if it's f (r/n)
A = lim (n→∞) (2/n) ∑ (r=1 to n) [ f (r/n) + f (1/n) + . + f (n-1)/n) ]
The expression in the image seems to be: A = lim (n→∞) (2/n) [ f (1/n) + f (2/n) + . + f (n-1)/n) ]
A = 2 ∫? ¹ f (x) dx = 2 ∫? ¹ log? (1 + tan (πx/4) dx
put πx/4 = t ⇒ dx = 4/π dt
A = 2 ∫? ^ (π/4) log? (1 + tan (t) * (4/π) dt = (8/π) ∫? ^ (π/4) log? (1 + tan (t) dt
Using the property ∫? f (x)d

...more

Register to get relevant
Questions & Discussions on your feed

Login or Register

Ask & Answer
Panel of Experts

View Experts Panel

Share Your College Life Experience

×

This website uses Cookies and related technologies for the site to function correctly and securely, improve & personalise your browsing experience, analyse traffic, and support our marketing efforts and serve the Core Purpose. By continuing to browse the site, you agree to Privacy Policy and Cookie Policy.