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Don't Derive, But drive yourself crazy.

\[ \large \text{Hello JEE_Aspirants}\]

Like most of you guys tend to derive the formulas instead of memorizing them, I also almost avoid to remember the formulas. Honestly, I don't know the reason behind my this laziness.

But now it's the time to change this. For every deserving candidate going to appear in JEE_Mains-2015, its quite necessary to memorize all the essential formulas in all the three subjects of yours.

However, it may be a little hardly comfortable for you to do this, but it has several plus points too, which I'm summarizing below :

  1. It's gonna Boost up your confidence level.

  2. It will give a more true feeling that you've revised everything and now you are fully ready to crack JEE.

  3. It will save your lot of time during the exam, and the time factor has a powerful essence in enhancing your performance in the exam.

  4. Start this task today, and it will enhance your speed of revision and solving problems for your preparation to JEE.

All the best guys !

Ohhhhhh!!!! You wanna see how crazy I can be ! Okay, then look at this one of my pics :

Sandeep Bhardwaj

Sandeep Bhardwaj

Each paper on the wall contains FORMULAS .

So, don't think more about it.

Drive yourself crazy.

And bring all the formulas to your finger-tips.

Just do it.

With love

Sandeep Bhardwaj


Read more about my philosophy of life through the set A little bit of my Philosophy of life. Re-share the set if you like it.

Note by Sandeep Bhardwaj
2 years ago

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Hi i wanna ask u something (off topic) I am enrolled at fiitjee jaipur , but could not attend classes there due to some reasons, but i need its study material now, so what do i have to do? Do i need to simply go there and say that 'would u pls provide me d study material,as i'm enrolled at fitjee' and what proof do i need to give to them(bcz i've never been there,i do not have any id card and all)

Pls help! Mehul Chaturvedi · 1 year, 8 months ago

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@Mehul Chaturvedi You can ask them to provide the material, if they can help you. Otherwise you can get the study material of any institute in the market, but not sure whether available at the place where you live or not. Yea, its available here in Delhi at Chandni Chowk.

If you've paid the fees there, then I think they should provide you the material, otherwise it depends on them.

Try all the ways you can. All the best! Sandeep Bhardwaj · 1 year, 8 months ago

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@Sandeep Bhardwaj I got 100% scholarship there... So no fee ;) Mehul Chaturvedi · 1 year, 8 months ago

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thanks man for ur guidance Astitva Singh · 1 year, 10 months ago

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Thanks for the guidance. Can you please refer me a book about Abstract Algebra? Trishit Chandra · 2 years ago

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@Trishit Chandra I'm sorry. I don't have any idea about higher mathematics' books. Hope someone else will help you!

Btw, you can google it, and you will find a lot of suggestions of good books there.

@Trishit Chandra Sandeep Bhardwaj · 2 years ago

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@Sandeep Bhardwaj ok sir. Trishit Chandra · 2 years ago

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In Case of a chapters like Solutions of a Triangle,Matrices, where a new formula is obtained in every Question.

I think that just the sine rule,cosine rule and a other basic ones are enough for all..

But do you feel so? Vraj Mehta · 2 years ago

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@Vraj Mehta Yeah , I agree with you that it's not necessary to memorize every result (which you usually consider as a formula) in some specific topics like solutions of a triangle, matrices and determinants.But it's recommended to at least memorize all the basic formulas in every chapter and also some standard results. All the best. Vraj Mehta Sandeep Bhardwaj · 2 years ago

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@Sandeep Bhardwaj Thank You,Sir Vraj Mehta · 2 years ago

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good day boss. check this out differentiate x^x^x........ to infinity with respect to sinx Benjamin Ononogbu · 2 years ago

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@Benjamin Ononogbu Let \(\large f(x)=x^{x^{x^{x^{....}}}}\) and \(g(x)=sinx\)

Now you have to find \(\dfrac{d.f(x)}{d.g(x)}\)

which can be further solved by find the value of \(\dfrac{d.f(x)}{dx}\) and \(\dfrac{d.g(x)}{dx}\) and putting in the following equation :

\(\dfrac{d.f(x)}{d.g(x)}=\dfrac{\frac{d.f(x)}{dx}}{\frac{d.g(x)}{dx}}\)

@Benjamin ononogbu Sandeep Bhardwaj · 2 years ago

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Woowwwww !!! Amazing. Maths Mathematics · 2 years ago

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Classic!! Sanjeet Raria · 2 years ago

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@Sanjeet Raria Thanks bro. \(\ddot \smile\) @Sanjeet Raria Sandeep Bhardwaj · 2 years ago

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