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Dear Student,
You can now download the Tamil Nadu Science Quarterly Exam 2025 (Tamil Medium) question paper from the Directorate of Government Examinations official website.
It is also available directly at this link:
https://school.careers360.com/boards/dge-tamil-nadu/tamil-nadu-class-10-quarterly-exam-question-paper-answer-key-2025-26
Hello Candidate,
The Tamil Nadu Science Quarterly Exam 2025 question paper (Tamil Medium) is available on the official website of the Directorate of Government Examinations, Tamil Nadu.
You can also get it directly from this link:
https://school.careers360.com/boards/dge-tamil-nadu/tn-class-9-quarterly-exam-question-paper-2025-26
The last date for registration of GATE examination is 28 September 2025 without late fee. But there is 9th October 2025 is last date with late fee .
So Don't be late or fill the form.
Thank you
Hello Candidate, The Kerala Syllabus Biology Question Paper 2025 (Malayalam Medium) is available on the official website of the Kerala Board of Public Examinations.
You can also download it directly from this link:
https://school.careers360.com/boards/kerala-pareeksha-bhavan/kerala-sslc-biology-question-paper-2025
Hello, The solution to the given pair of linear equations is x = 5 and y = 3.
Step-by-Step Solution
We can solve this system of equations using the elimination method .
1. Write Down the Equations
First, let's rearrange the equations into a standard format:
1. x + y = 8
2. 2x - 3y = 1
2. Prepare for Elimination
To eliminate the variable 'y', we need its coefficient to be the same (but with an opposite sign) in both equations. We can achieve this by multiplying the first equation by 3.
3
times( x+y = 8 )
implies3x + 3y = 24
Now we have our new system of equations:
3. Add the Equations
Now, add the two modified equations together. The 'y' terms will cancel each other out.
3x + 3y = 24
+ 2x - 3y = 1
----------------
5x + 0 = 25
This simplifies to:
5x = 25
4. Solve for x
Divide both sides by 5 to find the value of x:
x = 25 / 5
x = 5
5. Solve for y
Substitute the value of x (which is 5) back into the simplest original equation (x + y = 8) to find y.
5 + y = 8y = 8 - 5y = 3
The final answer is x = 5 and y = 3.
Hello Shivnath
We are sorry to inform that there is no any chance for registration because this was already deadline of registration with its fine ..
Another point I have that it will be possible if your school management or academics faculty complaint about that and one more things that if there is any drastic change in then , it is possible.
But at this time I see that it is not possible.
If you missed the Class 12 CBSE registration deadline (which was 3rd September 2025) , the chances of a new date being announced are very low. As per the official CBSE notification, the last date is fixed and no extension is usually given after the deadline .
However, what you can do:
Contact your school immediately – Sometimes schools can request the regional office for late registration in genuine cases.
Write to the CBSE regional centre – Explain your reason and ask if late registration or special permission is possible.
Check private candidate option – In some cases, CBSE allows students to appear as private candidates if regular registration is missed.
Keep checking official CBSE website – In rare cases, CBSE may release a corrigendum or grace period.
Hello Dear,
here is simple steps that will help you to fill NMMS application form :
Go to scholarships.gov.in or state website.
Do registration (OTR) with your mobile & Aadhaar.
Login and choose NMMS form .
Fill student & school details.
Upload photo, Aadhaar, marksheet, income/caste certificate.
Submit the form and note your application number.
Take print and give to school if asked.
School will check and approve.
You can also check here : https://school.careers360.com/articles/nmms-application-form
Hello,
To get a free seat in a Sainik School, you need to clear the AISSEE (All India Sainik School Entrance Examination) .
If you score well and belong to a reserved category like SC, ST, OBC, Defence quota, or EWS, you can get a free or subsidised seat based on government rules and scholarships.
Hope it helps !
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