It's a Question of your Career!

Yes, BSc . (Science stream) and BEd . Qualified students can apply for the UPTET Paper II (Upper Primary Level, Class 6-8), selecting "Social Studies/Arts" as their subject.

The latest JKBOSE Class 10 Biology syllabus can be downloaded and studied here: Chennai Sahodaya Class 10 Science Question Paper 2025-26

Hello, you can pursue M.Tech in BITS Pilani based on the GATE or GPAT scores from 2024 to 2026. Candidates need to apply for the BITSAT 2026 M.Tech registration online. The M.Tech cours period is of 4 years. The authority allocates M.Tech seat based on the BITS test.

Navoday vidyalay kaksha 6 ka result abhi nahi aya hai, diye gaye link par iski suchna update ki jayegi. Navodaya Class 6 Result par kendrit is lekh se aapko nai update milti rahegi, issse judav banaye rahen.

Candidates must have passed 12th examination to appear in the engineering examination. Click on the link to know the eligibility criteria for the engineering exam.

Hi,

If you want to know about Chhattisgarh Shiksha Mandal Raipur Class 12th Arts Question Paper 2026 or related subject then check the link given below.

CGBSE 12th Question Papers 2025-26

https://school.careers360.com/hi/articles/chhattisgarh-board-12th-question-paper-2026

Hello!
Bihar me lagbhag 12 sarkari medical colleges (GMCs) hain aur Karnataka me around 21 government medical colleges hain (2025 data ke hisab se). Bihar me thode kam hain tulna me Karnataka ke. for more information- please click here

If you want to become a Professor in Mathematics

A B Ed is not required for becoming a college/university professor.

You can aim for strong maths colleges like:

• Banaras Hindu University

• University of Delhi

• Indian Statistical Institute

• hennai Mathematical Institute

Dear Student,

SIBM Nagpur SNAP 2025 Cutoff is expected to be on higher side this year, around 93+ percentile if we look at the trends of the previous years. As per the SNAP 2025 score vs percentile, to match the SIBM Nagpur SNAP 2025 cutoff one need to score around

To express 360 as a product of prime factors, divide it by prime numbers step by step:

$

360=2 \times 2 \times 2 \times 3 \times 3 \times 5

$

So, in exponent form:

$

360=2^3 \times 3^2 \times 5

$