gla.ac.in GLAET 2014 Syllabus & Model Question Paper : GLA University Mathura

Name of the Organisation : GLA University
Type of Announcement : Syllabus & Model Question Paper
Designation : GLAET 2014 Online Entrance Test

Download Syllabus & Model Question Paper here : http://gla.ac.in/glau/glad.asp?mid=600&pid=30&sspid=600&sschild=show&child=show
Home Page : http://www.gla.ac.in/glau/default.asp

About Online Test :
** This is a multiple choice test.
** The total duration of the test is 120 minutes (i.e. Two Hours).
** Total marks for the test will be 360 marks. Each correct answer will be awarded 4 marks.
** There is negative marking for wrong choices selected. For each wrong answer 1 mark will be deducted.
** Numbered list of all questions appears at the right side of the screen.
** Keep a close watch on ‘Time Left’ while appearing for the test.
** The timer of the test starts only once you click the ‘Start’ button.
** Once you click ‘Start’ button, a question and the possible answer choices will appear. Select the choice you find to be the correct answer of the question.
** Clicking on a choice saves it as your answer for the question.
** The answers can be changed at any time during the test.
** After you finish the test, click on the ‘Submit’ button to submit your test.
** The ‘Submit’ button would be activated only when you have viewed all the questions at least once.
** You will be automatically stopped from answering questions when the time of the test is over.

Syllabi for Entrance Test (GLAET) For all Courses : https://www.indianjobtalks.in/uploads/40715-Syllabus%20for%20Entrance%20Exam%202014-15.pdf
Model Entrance Test Paper for B.Tech. (All Branches) : https://www.indianjobtalks.in/uploads/40715-Sample%20Test%20Paper-2014%20(for%20BTech).pdf

MODEL TEST PAPER – 2014
GLA University, Mathura GLA University, Mathura
(For B.Tech.)

Dimensional formula for force is –2
(a) MLT –1 (b) MLT –2 (c) MT (d) ML
On decreasing the temperature of a liquid its rate of evaporation
(a) increases (b) decreases (c) first increases and then decreases (d) remains unaffected
Bernoulli’s theorem is based upon
(a) conservation of energy (b) conservation of charge (c) conservation of momentum (d) none of these
In an isochoric process
(a) temperature remains constant (b) pressure remains constant (c) volume remains constant (d) no exchange of heat takes place
Temperature of two bodies are T1 and T2. If they are in thermal equilibrium then
(a) T1 > >T2
(b) T1 > T2
(c) T1 < T2
(d) T 1= T2

Two tuning forks have the frequencies 512 Hz and 516 Hz. Number of beats produced by these forks per second will be
(a) 1028 (b) 4 (c) 1/4 (d) 1/1028
Matter waves are
(a) mechanical waves (b) electromagnetic waves (c) quantum mechanical waves (d) none of these

If the elements of n > 4 were not exists in nature, then possible number of elements in nature were
(a) 60 (b) 32 (c) 4 (d) 64
An electron in an atom (Z = 4) is in first energy state. The ionization energy of the atom will be
(a) 0 eV (b) – 13.6 eV (c) 13.6 eV (d) 217.6 eV
Bohr’s Quantum condition is( where I? is moment of inertia and ? is angular velocity)
(a) I? = 2p/ nh (b) I? = nh/ 2p (c) I?2 = nh/ 2p (d) I? = nh/ 4p
N equal resistors are first connected in series and then connected in parallel. Ratio of maximum to the minimum resistance is
(a) N 2 (b) N 2 (c) 1/N (d) 1/N
Which of the following is true in case of longitudinal stationary waves?
(a) variation in pressure and density is maximum at nodes
(b) variation in pressure is maximum and variation in density is minimum at nodes
(c) variation in pressure and density is minimum at nodes
(d) variation in pressure is minimum and variation in density is maximum at Nodes

In a single throw with two dice, the odds against drawing 7 is
(a) 1 : 6 (b) 1 : 12 (c) 1 : 5 (d) 5 : 1
Two cards are drawn at random from a pack of 52 cards. The probability of getting at least a spade and an ace is
(a) 1/34 (b) 8/221 (c) 1/26 (d) 2/51
A five digit number is formed by the digits 1, 2, 3, 4, 5 without repetition. Find the probability that the number formed is divisible by 4 :
(a) 1/5 (b) 6/5 (c) 4/5 (d) None of these
A bag contains 30 balls numbered from 1 to 30. One ball is drawn at random. The probability that the number of the ball drawn will be a multiple of 3 or 7 is :
(a) 14/30 (b) 40/900 (c) 13/30 (d) None of these
A probability that a leap year selected at random contains either 53 sundays or 53 mondays, is :
(a) 2/7 (b) 4/7 (c) 3/7 (d) 1/7