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The cost of attendance for international students can be checked out from the table given below for the academic session 2025-26:

The direct cost for PG students differs depending on their course. Indirect cost for graduates amounts to USD 27,237 or INR 24L

1 USD = INR 88.13

Andhra Pradesh EAMCET 2026 tie-breaking rules are as follows,

Tie-Breaking Criteria (Engineering Stream):

Higher marks in the Mathematics section of Andhra Pradesh EAMCET.
If still tied, higher marks in the Physics section.
If still tied, the older candidate (by age) gets preference.
If the tie remains, the lottery system (random number) may be used.

For Agriculture & Pharmacy Stream:

Higher marks in Biology.
If tied, higher marks in Physics.
Then, age (older candidate preferred).

GOAPS is also known as the GATE online application portal system used for performing GATE-related activities. With the help of GATE GOAPS portal, candidates can do the following -

• GATE registration
• Downloading admit card
• Checking and raising GATE answer key
• Downloading scorecard
• Checking cutoff scores

To access the GOAPS portal, candidates need to create an enrollment ID and password. 

Southern Methodist University offers several housing options to its students. The 2025-26 SMU housing rates for on-campus accommodation are given below. Students can refer to the official univeristy website for more details on the housing cost breakdown based on the room type.

1 USD = INR 88.13

The general Coventry University acceptance rate stands at about 32%,  meaning that out of every 100 students who apply to Coventry admissions, the university is likely to admit just 32 candidates. 

Whereas, when it comes to Coventry acceptance rate for UG students,  it stands at about 18.7%,  making the admission criteria for undergraduate students extremely selective as only around one-fifth of the candidates are likely to be offered the opportunity to enroll on the campus grounds of CU.

The IITs and IISc prepare GATE question paper to test candidates skills and knowledge in their relevant discipline. Questions in GATE exam 2026 will be prepared under the following category - recall, comprehension, application, and analysis.

Ideally, you should preserve the NIMCET result or the mark sheet carefully as an important academic document, just like your 10th mark sheet, throughout student life, or may be even later.

There are multiple scholarships offered by KSOU to BCom students with each of them having a different eligibility criteria. For financial aid scholarships, candidates must belong to the EWS, SC/ST, OBC etc. categories with a total family income of less that INR 2 lakh. For merit based scholarships, candidates must secure high enough percentages in either their qualifying exam or the exams of the first semester.

For NIMCET, you will not receive your mark sheet by post. You will be informed about your result through SMS or email, on your registered mobile number and email ID. Please keep checking the website as well to stay updated of any news about NIMCET results.

This year, IIT Guwahati is conducting the GATE 2026 exam. IIT Guwahati conducted the GATE exam in 2018. Based on the GATE 2018 and past year paper format, the GATE 2026 is expected to be moderately difficult. The question paper is expected to have higher weightage on concept-based questions, blending numerical and practical analysis. Candidates are advised to practice the previous year's question paper as many times as possible to understand the difficulty level of the question paper. 

$k=\frac{\left[\overrightarrow{a}\overrightarrow{b}\overrightarrow{c}\right]+2\left[\overrightarrow{a}\overrightarrow{b}\overrightarrow{c}\right]+\left[\overrightarrow{a}\overrightarrow{b}\overrightarrow{c}\right]-\left[\overrightarrow{a}\overrightarrow{b}\overrightarrow{c}\right]}{\left[\overrightarrow{a}\overrightarrow{b}\overrightarrow{c}\right]}$            

k = 3

$area=2*\left(\frac{1}{2}*1*1\right)=1=k$

Currently, the international students at Coventry University account for more than 13,000 of the total student body of over 38,000 and represent over 160 different nationalities. Moreover, in 2024, the count for Indian students stood at almost 6,500. The enrollment trends for Indian-origin trends and international students over the years at Coventry University can be checked out from the table given below:

(Source: HESA) 

No, NIMCET does not announce a single, common institute-wise cut-off rank list. It releases a common NIMCET cutoff list. However, NITs can determine their opening and closing ranks for their MCA programs, based on the overall rank, seat availability and applicant pool. Candidates are advised to check the official websites of the individual NITs and IIITs after the final NIMCET results to stay updated on any such event.

Yes, candidates can change their category at the time of application form correction facility. Additional fee is charged for changing category. The last date to modify details is November 10. Candidates can submit their changes at GOAPS portal using their enrollment ID and password.

Yes, candidates are eligible for several scholarships as a BCom student at KSOU. The KSOU scholarships include both government scheme financial aids as well as scholarships from the institute itself. The government schemes for KSOU scholarships are mainlyfor provided financial assistance to candidates of special categories. Candidates need to provide specific documents as proof that they belong to such categories to claim such KSOU BCom scholarships.

  ${\displaystyle \underset{0}{\overset{1.5}{\int }}\left[x^2\right]dx={\displaystyle \underset{0}{\overset{1}{\int }}0dx+{\displaystyle \underset{1}{\overset{\sqrt[]{2}}{\int }}1dx+{\displaystyle \underset{\sqrt[]{2}}{\overset{1.5}{\int }}2dx=2-\sqrt[]{2}}}}}$

  $\underset{x\to 1^{-}}{lim}f\left(x\right)=\underset{x\to 1^{+}}{lim}f\left(x\right)\Rightarrow a+b=2$   

  $\therefore \underset{x\to 3^{-}}{lim}f\left(x\right)=\underset{x\to 3^{+}}{lim}f\left(x\right)\Rightarrow 3a+b=6tan\frac{3\pi }{12}$          

$\therefore$ a = 2, b = 0

  $L=\underset{x\to \infty }{lim}\frac{{\left(2+\frac{1}{x}\right)}^{40}{\left(4-\frac{1}{x}\right)}^5}{{\left(2+\frac{3}{x}\right)}^{45}}=32$