Questions 221–230 of 650. Imported answers require independent review unless marked reviewed.

Topic practice 650 questionsPage 23 of 65

Question 26

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A

matrix

has the property

and

, where

is the

identity matrix. Which one of the following is the CORRECT set of eigen values of the matrix

?
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Question 27

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The

particle is a member of the Baryon decuplet with isospin state

and strangeness quantum number

. In the quark model, which one of the following is the flavour part of the

wavefunction?
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Question 28

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Which of the following is(are) the CORRECT option(s) for the Joule-Thomson effect?
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Question 29

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The deuteron is a bound state of a neutron and a proton. Which of the following statements is(are) CORRECT?
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Question 30

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The Geiger-Muler counter is a device to detect

,

and

radiations. It is a cylindrical tube filled with monatomic gases like argon, and polyatomic gases such as ethyl alcohol. The inner electrode is along the axis of the cylindrical tube and the outer electrode is the tube. Which of the following statements is(are) CORRECT?
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Question 31

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Consider an isolated magnetized sphere of radius

with a uniform magnetization

along the positive

direction, with the north and south poles of the sphere lying on the

axis. It is given that the magnetic field inside the sphere is

, where

is the permeability of vacuum. Which of the following statements is(are) CORRECT?
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Question 32

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Which of the following options represent(s) linearly independent pair(s) of functions of a real variable

?
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Question 33

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In the vector model of angular momentum applied to atoms, what is the minimum angle in degrees (in integer) made by the orbital angular momentum vector and the positive

axis for a

electron?

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Question 34

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For a transistor amplifier, the frequency response is such that the mid band voltage gain is 200. The cutoff frequencies are 20 Hz and 20 kHz. What is the ratio (rounded off to two decimal places) of the voltage gain at 10 Hz to that at 100 kHz?

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Question 35

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An electric field as a function of radial coordinate

has the form

, where

is a constant. Assume that dimensions are appropriately taken care of. The electric flux through a sphere of radius

, centered at the origin, is

. What is the value of

(rounded off to two decimal places)?

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