IIT JEE Coaching

IIT JEE Coaching

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Swarnalakshmi 07/05/2016 in  IIT JEE Coaching classes

 Will the question paper be bilingual (both in Hindi and English)?

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Vinay replied | 13/06/2016

YES.IT IS BOTH LANGUAGE

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Bappaditya replied | 13/06/2016

Yeah.of course...

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Sayed 07/05/2016 in  IIT JEE Coaching classes

 If I am absent in one of the papers, will my result be declared?

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U.K. replied | 07/05/2016

for qualifying in any exam , you have to score minimum marks in each paper.. so result will be never declared for those students who will be absent in any paper..

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Pradeep 07/05/2016 in  IIT JEE Coaching classes

 I am a defense service personnel. Can my child get a seat under DS category?

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Seetharam Reddy replied | 09/06/2016

yes but he should write exam

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Mayur 07/05/2016 in  IIT JEE Coaching classes

During examination can I modify my answers bubbled on ORS?

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U.K. replied | 08/05/2016

yes you can modify your answers bubbled on ORS.. u have to erase your answer completely by using eraser.. then you can fill your bubble with new answer..

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Pratheepa 07/05/2016 in  IIT JEE Coaching classes, IIT JEE Crash Course(IIT JEE Coaching classes)

which is the best iit training institute in madurai?

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Sapna 06/05/2016 in  IIT JEE Coaching classes

Can I get question papers in English as well as in Hindi?

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Shivaji replied | 11/06/2016

You can choose the medium of question paper to be either English OR Hind

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Bappaditya replied | 13/06/2016

Yesss..u will get in both.

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Rahul 06/05/2016 in  IIT JEE Coaching classes

 I have taken admission into one of the NITs in 2015. Am I eligible for JEE (Advanced) 2016?

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U.K. replied | 06/05/2016

without qualifying JEE MAINS 2016 , no body is eligible for JEE ADVANCED 2016

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Krishnat 06/05/2016 in  IIT JEE Coaching classes

 I have accepted seat through JoSAA 2015. Am I eligible for JEE (Advanced) 2016?

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Sashi replied | 21/06/2016

You are eligible till one year after 12. You can write exam if you get through, drop all other and join IIT.

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Gagan replied | 22/06/2016

Yes

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Sujish 06/05/2016 in  IIT JEE Coaching classes

 Writing Paper-1 and Paper-2 in JEE (Advanced) 2016 compulsory?

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Subhash replied | 06/05/2016

No Its all your choice ?

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U.K. replied | 06/05/2016

yes

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Hemlata 06/05/2016 in  IIT JEE Coaching classes

Can I get question paper in Hindi language?

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Surendra replied | 06/05/2016

yes, you can write the paper in hindi as well as english medium.

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U.K. replied | 06/05/2016

if you are looking for IIT Exam then never expect question paper in hindi... otherwise only compete state level engineering exam...

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Sachanth 05/05/2016 in  IIT JEE Coaching classes

I have declared my category as OBC-NCL during JEE (Main) 2016 registration. But I do not belong to Non-Creamy Layer (NCL). Can I register for JEE (Advanced) 2016?

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Shivaji replied | 11/06/2016

Yes, you can register by declaring that you do not belong to NCL provided your JEE (Main) 2016 score is above the general cut-off. If your JEE (Main)

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Anitha 05/05/2016 in  IIT JEE Coaching classes

I have declared my category as OBC-NCL during JEE (Main) 2016 registration. I do not have a valid NCL certification. Can I upload a certificate issued prior to 01-June-2015?

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Sunil replied | 24/06/2016

No,please arrange a new one otherwise you will be treated as General candidate

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Preeti 05/05/2016 in  IIT JEE Coaching classes

I have Class XII pass certificate and the marks statement as a separate document. Which document should I upload during the JEE (Advanced) 2016 registration?

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U.K. replied | 06/05/2016

BOTH PASSING CERTIFICATE AND MARKS CARD

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Ms 05/05/2016 in  IIT JEE Coaching classes

 I have appeared for Class XII examination in 2016. Will I be able to register for JEE (Advanced) 2016 without uploading Class XII certificate?

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Educa Academy replied | 05/05/2016

yes you can. Because most of the boards haven't declared their 12th results yet so in short you can register for JEE advanced without your 12th certificate. Bdw, All the best :)

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U.K. replied | 06/05/2016

YES

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Virendra 05/05/2016 in  IIT JEE Coaching classes

 I have appeared in JEE (Main) Paper II. Am I eligible for Architecture Aptitude Test (AAT) without writing JEE (Advanced) 2016?

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Rahul replied | 09/06/2016

You can apply for NATA if you are interested!

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Idiot 04/05/2016 in  IIT JEE Coaching classes

During JEE (Main) 2016 registration I have declared my category wrong. Can I correct it during JEE (Advanced) 2016 registration?

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Sunil replied | 24/06/2016

No

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Show previous answers

Kumar replied | 03/05/2016

NCERT, HC VERMA , SL ARORA for reference book of NCERT

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U.K. replied | 14/05/2016

FOR MATHS:
1.) NCERT BOOKS CLASS 11 and 12 VOL. I & II
2.) CALCULUS - AMIT AGARWAL
3.) TRIGONOMETRY - S.L.LONI
4.) COORDINATE GEOMETRY - S.K.GOYAL

FOR PHYSICS:
1.) NCERT BOOKS std.11th and 12th VOL. I & II
2.) CONCEPT OF PHYSICS - H.C.VERMA VOL. I & II

FOR CHEMISTRY :
1.) NCERT BOOKS CLASS 11 and 12 VOL. I & II
2.)...  more»
FOR MATHS:
1.) NCERT BOOKS CLASS 11 and 12 VOL. I & II
2.) CALCULUS - AMIT AGARWAL
3.) TRIGONOMETRY - S.L.LONI
4.) COORDINATE GEOMETRY - S.K.GOYAL

FOR PHYSICS:
1.) NCERT BOOKS std.11th and 12th VOL. I & II
2.) CONCEPT OF PHYSICS - H.C.VERMA VOL. I & II

FOR CHEMISTRY :
1.) NCERT BOOKS CLASS 11 and 12 VOL. I & II
2.) ORGANIC CHEMISTRY - O.P.TONDON
3.) INORGANIC CHEMISTRY - R.K.GUPTA «less

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Yeswanth 08/04/2016 in  IIT JEE Coaching classes, IIT JEE Foundation Course(IIT JEE Coaching classes)

How many triangles can be constructed so that lengths of the sides are three consecutive odd integers and the perimeter is less than 1000?

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Saket replied | 27/04/2016

165

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Rahul 07/04/2016 in  IIT JEE Coaching classes

my math is weak but i want to be an engineer u suggest what can i do,,for good mathmatics

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Saket replied | 27/04/2016

practice hard with acute observation

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Mmd 27/03/2016 in  IIT JEE Coaching classes, IIT JEE Advanced Coaching(IIT JEE Coaching classes)

what is the chemical name of boric acid?

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Saket replied | 27/04/2016

Trihydrooxidoboron

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Vivek 24/03/2016 in  IIT JEE Coaching classes

If n is positive integer such that 2n has 28 positive divisors and 3n has 30 positive divisors, then how many positive divisors does 6n have?

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Saket replied | 15/04/2016

Ans: 35.
Let n = (2^a)*(3^b)*Z ...where Z is a positive integer not divisible by 2 or 3. Note that a, b are non-negative integers.
If we denote number of positive divisors of n as d(n), then d(n) = d(2^a)*d(3^b)*d(Z).
Therefore, d(2*n) = d(2^(a+1))*d(3^b)*d(Z) = 28.
Similarly, d(3*n) = d(2^a)*d(3^(b+1))*d(Z) = 30.
Now, d(Z) is a factor of both 28 and 30...  more»
Ans: 35.
Let n = (2^a)*(3^b)*Z ...where Z is a positive integer not divisible by 2 or 3. Note that a, b are non-negative integers.
If we denote number of positive divisors of n as d(n), then d(n) = d(2^a)*d(3^b)*d(Z).
Therefore, d(2*n) = d(2^(a+1))*d(3^b)*d(Z) = 28.
Similarly, d(3*n) = d(2^a)*d(3^(b+1))*d(Z) = 30.
Now, d(Z) is a factor of both 28 and 30=> d(Z) = 1 or 2.
Assume, d(Z) = 2. This implies, (a+2)(b+1)2 = 28 and (a+1)(b+2)2 = 30. Subtracting and solving we get a=b+1, whence (b+2)*(b+2) = 15. Not possible as b is integer.
Next, if d(Z) = 1, this implies (a+2)(b+1) = 28 and (a+1)(b+2) = 30. Subtracting and solving we get a=b+2, whence a=5, b=3.
Now, 6n = (2^6)*(3^4). Thus, d(6n) = (6+1)*(4+1) = 35. «less

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Saket replied | 27/04/2016

165
@Neel, @Vikas, @ Raghunathan... U need to remove one case 1,3,5 as it cannot form sides of a triangle (since sum of two sides cannot be less than third side)

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U.K. replied | 06/05/2016

NO. OF POSSIBLE TRIANGLES = 166

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Hima 24/03/2016 in  IIT JEE Coaching classes

Can you name a sub-shell, which is not permissible?

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Quest Academy replied | 24/03/2016

1p, 2d, sub-shells are not permissible.

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Boyapati replied | 28/03/2016

1d, 2f etc.,

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Jyoti 24/03/2016 in  IIT JEE Coaching classes

The integers x,y,z satisfy |x+2|+ |y+3| – |z-5|= 1, then how can i find the number of possible values of |x+y+z|?

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Akshaya replied | 29/03/2016

Let X = x+2. Y = y+3. Z = z-5.

For each value of x, there is one value of X. Similarly for y, and z. So if see the number of possible values of X, Y, Z it is the same as number of possible values of x, y and z.

So problem becomes: |X| + |Y| - |Z| = 1. There are infinite many possibilities:
X=1, Y=1, Z=1
X =1, Y = 2, Z =2
X = 1, Y =3, Z=3
......  more»
Let X = x+2. Y = y+3. Z = z-5.

For each value of x, there is one value of X. Similarly for y, and z. So if see the number of possible values of X, Y, Z it is the same as number of possible values of x, y and z.

So problem becomes: |X| + |Y| - |Z| = 1. There are infinite many possibilities:
X=1, Y=1, Z=1
X =1, Y = 2, Z =2
X = 1, Y =3, Z=3
... and so on.
So number of possible values of |x+y+z| is also infinite. «less

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Saket replied | 27/04/2016

infinite

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Pranav 23/03/2016 in  IIT JEE Coaching classes

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Aswathi replied | 15/04/2016

for boys Rs.1000/- and for girls Rs.500/-(GN)

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Sintu replied | 18/04/2016

Plz specify that are you asking about application fee or college fee

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