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Division algarithm topic in explain

ANKITA YADAV 24th Apr, 2026

Hello Vevu,

You can refer to the article below for detailed information on CBSE Class 10 Maths: Explore The Division Algorithm For Polynomial:

Link: https://school.careers360.com/articles/polynomial-division-algorithm-premium

Hope this Helps!

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Im planning to study MCA I have a doubt that I completed diploma in Commercial Practice (no Maths), but studied Discrete Mathematics in 2nd sem of BCA. Am I eligible for PGCET? Will my application be accepted? Please clarify

Anapally Rajesh 23rd Apr, 2026

Yes, you are eligible for the Karnataka PGCET entrance exam . Based on the Karnataka PGCET eligibility guidelines from the Karnataka Examinations Authority (KEA), your current academic profile meets the core requirements. As a BCA graduate, you are considered to have a relevant Bachelor’s degree for the MCA programme.

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My course is Bsc Data Science + Mathematics in central campus Christ and Bsc Data Science +Statistics in Symbiosis Pune (SSI), which one would be better

Shankha Ghosh 24th Apr, 2026

Hi,

Choose Christ University (Central Campus) if you want a prestigious brand name and a deep focus on the math behind AI and research. Choose Symbiosis Pune if you prefer a practical, industry-focused approach to statistics and better proximity to IT job hubs. In short, Christ for academic prestige, Symbiosis

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mathematics 2026 preparatory question

Kushal Chakraborty 25th Apr, 2026

Hello Sangamesh,
I have attached the link for Karnataka SSLC model question papers 2025 - 2026, in which you can find and get your Maths model papers. The model question papers will help you practice and evaluate yourself. Kindly check the link below and get your maths question paper.
https://school.careers360.com/boards/kseeb/karnataka-sslc-model-question-papers-2025-26

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Solve tan tetaa cos tetaa = sin tetaa

Sanskriti Srivastava 21st Apr, 2026

Hi!

Can you please elaborate on the exact question?

We know that

$\tan\theta = \frac{\sin\theta}{\cos\theta}$

Substituting:

$\frac{\sin\theta}{\cos\theta} \cdot \cos\theta = \sin\theta$

$\sin\theta = \sin\theta$

This is true for all values of $\theta$ where $\tan\theta$ is defined, that is when

$\cos\theta \neq 0$

So, the solution is:

$\theta \neq \frac{(2n+1)\pi}{2}, \quad

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