Information Bulletin containing the Application Form for applying for All India Engineering/Architecture Entrance Examination 2011 (AIEEE 2011) will be distributed from 15.12.2010 to 14.1.2011. Candidates can apply for AIEEE 2011 either on the prescribed Application Form or make application ‘online’.
Online submission of the application is possible from 23-11-2010 to 14-1-2011 at the websitehttp://aieee.nic.in
Some of the old AIEEE questions (with solution) can be seen on this site. You can access all of them by typing ‘AIEEE’ in the search box at the top left of this page and clicking on the search button. You may perform a similar search for old AIEEE questions (with solution) at the sitehttp://physicsplus.blogspot.com also.
Central Board of Secondary Education (CBSE), Delhi has invited applications in the prescribed form for All India Pre-Medical / Pre-Dental Entrance Examination-2011 for admission to 15% of the merit positions for the Medical/Dental Courses of India.
The exams will be conducted as per the following schedule:
1. Preliminary Examination …. 3rd April, 2011 (Sunday) 10 AM to 1 PM
2. Final Examination …………... 15th May, 2011 (Sunday) 10 AM to 1 PM
Both examinations will be objective type.
Candidate can apply for the All India Pre-Medical/Pre-Dental Entrance Examination either offline or online. The relevant dates are given below:
Sale of bulletin : 13-12-2010 to 31-12-2010
Online submission: 15-11-2010 to 31-12-2010
Last date of receipt of
(a) Offline application : 07-1-2011
(b) Online application : 07-1-2011
(Confirmation page)
All details can be obtained from the official site www.aipmt.nic.in.
Some of the AIPMT physics questions which appeared in earlier question papers can be seen on this blog. You can access them by searching for ‘AIPMT’, making use of the search box provided on this page.
Questions on magnetic field due to current carrying conductors are generally interesting. Four questions were included from this section in the Karnataka CET 2010 question paper. Here are those questions with solution:
(1) Two thick wires and two thin wires, all of same material and same length, form a square in three different ways P, Q and R as shown in the figure:
With correct connections shown, the magnetic field due to the current flow, at the centre of the loop will be zero in the case of ……
(a) Q and R only
(b) P only
(c) P and Q only
(d) P and R only
In all cases the current in the upper branch produces a magnetic field acting normally into the plane of the figure where as the current in the lower branch produces a magnetic field acting normally outwards (towards the reader). The two fields are thus in opposition. But the currents in the two branches are equal in the case of P and R since the resistances are equal. Therefore, the magnetic field due to the current flow, at the centre of the loop will be zero in the case of P and R only [Option (d)].
(2) Magnetic field at the centre of a circular coil of radius R due to a current I flowing through it is B. The magnetic field at a point along the axis at distance R from the centre is……
(a) B/2
(b) B/4
(c) B/√8
(d) √8 B
The magnitude of the magnetic field (Baxis) on the axis of a plane circular coil at a distance x from the centre of the coil is given by
Baxis = (μ0nR2I) /2(R2+x2)3/2 where R is the radius of the coil and I is the current in the coil.
Therefore, the magnetic field (B1) at a point along the axis at distance R from the centre is given by
But the magnetic field at the centre of the coil is given by
B = (μ0nI) /2R
Therefore, we have B1 = B/2√2 = B/√8 as given in option (c).
(3) A current I is flowing through a loop. The direction of the current and the shape of the loop are as shown in the figure. The magnetic field at the centre of the loop is μ0I/R times…..(MA = R, MB = 2R,ÐDMA = 90º)
(a) 5/16, but out of the plane of the paper
(b) 5/16, but into the plane of the paper
(c) 7/16, but out of the plane of the paper
(d) 7/16, but into the plane of the paper
The magnetic field at the centre of a single turn plane circular coil carrying current I is given by
B = (μ0I) /2r where r is the radius
The loop given in the question consists of three-fourths (DIA) of a circular loop of radius R, one fourth (BIC) of a circular loop of radius 2R and two straight wires AB and CD. The straight wires do not produce any magnetic field at the common centre M of the circular arcs. The circular arcs DIA and BIC produce magnetic fields acting normally into theplane of the loop so that they add up to produce the resultant field at M.
Therefore, magnetic field at M = [(¾)×μ0I /2R] + [(¼ )× μ0I /2(2R)]
Or, magnetic field at M = (μ0I/R) [(3/8) + (1/16)] = (μ0I/R)(7/16)
The correct option is (d).
(4) PQ and RS are long parallel conductors separated by certain distance. M is the mid point between them (see the figure). The net magnetic field at M is B. Now, the current 2A is switched off. The field at M now becomes……
(a) 2 B
(b) B
(c) B/2
(d) 3 B
If the magnitude of the magnetic field produced by the conductor RS (which carries current 1 A) is B, the magnitude of the magnetic field produced by the conductor PQ (which carries current 2 A) must be 2B. But these fields are oppositely directed. That’s why the resultant field at M has magnitude B when both conductors carry currents. When the current 2A is switched off, the field at M becomes B.
[If one of the options were – B, you would pick it out as the correct one].
The Joint Entrance Examination 2011 (JEE 2011)for admission to the under graduate programmes in the IITs at Bhubaneswar, Bombay, Delhi, Gandhinagar, Guwahati, Hyderabad, Indore, Kanpur, Kharagpur, Madras, Mandi, Patna, Rajasthan, Roorkee and Ropar as well as atIT-BHU Varanasi and ISM Dhanbad will be conducted on 10th April, 2011
Here are the Important Dates for IIT JEE 2011:
November 01 to December 15, 2010: Online application process November 12 to December 15, 2010: Sale of Off-line application forms.
Last date for receiving application forms (Off line or printed copy of Online) at IITs: 17:00 hrs, Monday, December 20, 2010
Date of Exam of IIT JEE 2011:
Sunday, April 10, 2011 Paper 1: 09:00 to 12:00 hrs;
Paper 2 : 14:00 to 17:00 hrs
All details about IIT JEE 2011 can be obtained from the following websites:
