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IIT JEE Coaching

IIT JEE Coaching

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I

Idiot 04 May 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 Jun

No

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H

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Kumar replied | 03 May

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

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U.k. replied | 14 May

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 Apr 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 Apr

165

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R

Rahul 07 Apr 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 Apr

practice hard with acute observation

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M

Mmd 27 Mar 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 Apr

Trihydrooxidoboron

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V

Vivek 24 Mar 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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Nakshatratuitions And replied | 01 Apr

Yes

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Saket replied | 15 Apr

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 Apr

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 May

NO. OF POSSIBLE TRIANGLES = 166

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H

Hima 24 Mar in  IIT JEE Coaching classes

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

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Quest Academy replied | 24 Mar

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

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Boyapati replied | 28 Mar

1d, 2f etc.,

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J

Jyoti 24 Mar 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 Mar

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 Apr

infinite

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P

Pranav 23 Mar in  IIT JEE Coaching classes

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Nakshatratuitions And replied | 18 Apr

1000

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Sintu replied | 18 Apr

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

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K

Kiran 23 Mar in  IIT JEE Coaching classes

How can I crack JEE through self-study?

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Venkata replied | 26 Mar

You study a chapter in any standard book, answer questions of the topic which have appeared in previous IIT exam. If you are successful in answering correctly without referring to solutions than you can feel confident to crack through self study else better take help , experiment will prove costly. You may contact me if you want for further doubt. It is free.

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Gagan replied | 11 Apr

Getting good rank in JEE Mains is very easy as compared to cracking JEE-Advanced.
You can get very good NIT by good rank in JEE Mains.
If you see JEE Mains 2016 paper, most of the questions are NCERT level specially in Physics and Chemsitry.
If you are doing self study, I'd suggest RD Sharma for Maths and HC Verma for Physics.
Solve NCERT thoroughly for Physics,Chemistry...  more»
Getting good rank in JEE Mains is very easy as compared to cracking JEE-Advanced.
You can get very good NIT by good rank in JEE Mains.
If you see JEE Mains 2016 paper, most of the questions are NCERT level specially in Physics and Chemsitry.
If you are doing self study, I'd suggest RD Sharma for Maths and HC Verma for Physics.
Solve NCERT thoroughly for Physics,Chemistry and Maths (Very Important)
Practice more and focus on accuracy as well as Speed for JEE Mains.

All the best «less

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J

Jogendra 23 Mar in  IIT JEE Coaching classes

The ratio of time periods in first and second orbits of hydrogen atom is………………….

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D

Dilip replied | 01 Apr

1/8

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D

Dilip replied | 01 Apr

T=KN^3, T=TIME PERIOD, N=PRINCIPAL QUANTUM NUMBER, K=CONSTANT. Therefore the sought ratio is 1/8.

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R

Ramya 22 Mar in  IIT JEE Coaching classes

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Shakil replied | 29 Apr

yes you can. Just follow standard books, and try to cover all the topics by solving sufficient no. of problems.

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U.k. replied | 06 May

PREPARE IF YOU CAN... ONLY PROPER GUIDANCE WITH REGULAR PRACTICE OF 6 TO 8 HOURS DAILY CAN MAKE ANYBODY PREPARE

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Vruthi 22 Mar in  IIT JEE Coaching classes

What are the advantages of JEE coaching from institutes?

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Vikash replied | 22 Mar

You will know where you stand in the institute. Accordingly you can make an assessment of where you stand at India level. By doing this, you will understand how close are you to crack the exam and you can be pro active and take steps to fill the gaps to make it there.

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Kumar replied | 03 May

In short time u learn more concept and problem solving capability is increased with it self study is also most effective

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Ushashree 21 Mar in  IIT JEE Coaching classes

IIT JEE online coaching or JEE coaching from institutes, which is good?

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K.v.sagar replied | 21 Mar

From institution it is good.you can be face to face communicating with faculty

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S

Sai 21 Mar in  IIT JEE Coaching classes

What are the advantages of JEE online coaching?

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K.v.sagar replied | 21 Mar

You can save time ,,can clear ur doubts at any flexible time

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Rajnish replied | 15 Apr

No advantage of taking online. Offline face to face is always beneficial. If u have no option left den go for online

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Priya 20 Mar in  IIT JEE Coaching classes

Is there any IIT JEE online coaching classes available?

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K.v.sagar replied | 21 Mar

Yes..through urban pro

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Abhishek 20 Mar in  IIT JEE Coaching classes

Is it good to start IIT JEE preparation from 10th itself?

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K.v.sagar replied | 21 Mar

Yes ,its good thought.. Go ahead

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K.v.sagar replied | 21 Mar

Yes its good thought

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Y

Yoga 20 Mar in  IIT JEE Coaching classes

What all things should I keep in mind before starting JEE coaching?

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K.v.sagar replied | 21 Mar

Be confident, attempt which ever question you know,proper time management..

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D

Deepak 20 Mar in  IIT JEE Coaching classes

How many number of times can I attend JEE?

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Shamim replied | 20 Mar

2 times. One with board and one after. You can appear for mains any no. Of times.v

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Digvijay replied | 20 Mar

jee mains 3 times and advance 2 times if eligible

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Pooja 20 Mar in  IIT JEE Coaching classes

What is the expansion of JEE?

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Oasis Gurgaon replied | 20 Mar

JEE stands for Joint Entrance Examination.

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K.v.sagar replied | 21 Mar

Joint entrance examination

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Sharanya 19 Mar in  IIT JEE Coaching classes

What are the qualities of a good IIT JEE coaching centre?

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K.v.sagar replied | 24 Mar

Giving priority to students, encouraging them to attend classes, providing excellent faculties, thorough practice preparation for exams

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Shashank 19 Mar in  IIT JEE Coaching classes

What are the qualities of a good IIT JEE trainer?

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K.v.sagar replied | 21 Mar

Confidence and efficiency of his subject

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D

Devi 19 Mar in  IIT JEE Coaching classes

Which organization conducts JEE?

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Paathshala replied | 19 Mar

IIT JEE Mains is conducted by CBSE, Advanced is conducted by 1 of the original 7 IITs every year by turn.

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Sayan replied | 20 Mar

CBSE

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Varsha 18 Mar in  IIT JEE Coaching classes

Please tell me some Pros and Cons of IIT JEE coaching institutes?

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Akshaya replied | 29 Mar

Following are the pros and cons-
1. Fees is high.
2. Student might not get individual attention
3. Sometimes competition can be tough. It can be hard for student to manage if he is not careful.
4.Takes lot of effort, first go to school, then travel.

Pros-
1. Worth for money, if student is hard working
2. They are experienced guys.
3....  more»
Following are the pros and cons-
1. Fees is high.
2. Student might not get individual attention
3. Sometimes competition can be tough. It can be hard for student to manage if he is not careful.
4.Takes lot of effort, first go to school, then travel.

Pros-
1. Worth for money, if student is hard working
2. They are experienced guys.
3. Give environment to compete with. If has good support system he will do well
4. Gives student the platform to push his limits and achieve greatness

In short: The IIT JEE Coaching institutes offer hard working & energetic students an opportunity to prepare well. But need to be carefully monitored that student is able to manage properly. However, if student is not hard working or bit stressed, then it can pull him down, instead of pushing him up. «less

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