It's a Question of your Career!

You can visit the official website of the respective school or directly visit the school office to get familiar with the Class 11 admission process.

Hi,

There is no Sports quota for All India NEET counselling. Many states have certain reservation quota for sports category candidates.  To be eligible, a candidate must hold a district level, national or international  level certificate in any sport.

Hi!

The appropriate question tag for the statement “She was narrating a story” is:

She was narrating a story, wasn’t she?

Explanation:

Since the sentence is in positive form and uses the helping verb was, the question tag should be negative by using wasn’t. The subject she is repeated in

Hello Bhagath,

The TSRJC CET 2026 model question papers are available online in PDF format. You can download these to practice effectively and understand the exam pattern.

https://school.careers360.com/articles/tsrjc-cet-model-question-paper-2026

Hello Student,

Your query seems incomplete. Please specify the exam board/university name (e.g., TS Inter, KU University, CBSE, etc.) so that the correct improvement exam papers can be shared.

Hello Aarohi

Please click on the link given below and get the class 7 scholarship papers:

https://school.careers360.com/articles/msce-pune-4th-7th-scholarship-2026

Hope it helps.

The admission for Class 11th depends on the respective schools. Some may have started the addmision process and some may start after the Class 10th results are announced.

Hello,
Check the article link for the EAMCET mock test.
Link: https://engineering.careers360.com/articles/ts-eamcet-mock-test

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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