Questions 81–88 of 88. Imported answers require independent review unless marked reviewed.

Topic practice 88 questionsPage 9 of 9

Question 14

Open question
PHMSQ1 markNeeds review
Among the term symbols

,

,

and

choose the option(s) possible in the

coupling notation.
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Question 15

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PHMSQ1 markNeeds review
To sustain lasing action in a three-level laser as shown in the figure, necessary condition(s) is(are)
Diagram for Physics question 15

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Question 16

Open question
PHMSQ1 markNeeds review
If

is a solution of the differential equation

where

is an integer and the prime (

) denotes differentiation with respect to

, then acceptable plot(s) of

, is(are)
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Question 42

Open question
PHMSQ2 marksNeeds review
A function

is defined only for

. The Laplace transform of

is

whereas the Fourier transform of

is

The correct statement(s) is(are)
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Question 43

Open question
PHMSQ2 marksNeeds review

and

are two Hermitian matrices and there exists a matrix

, which diagonalizes both of them, such that

and

, where

and

are diagonal matrices. The correct statement(s) is(are)
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Question 44

Open question
PHMSQ2 marksNeeds review
A uniform block of mass

slides on a smooth horizontal bar. Another mass

is connected to it by an inextensible string of length

of negligible mass, and is constrained to oscillate in the X-Y plane only. Neglect the sizes of the masses. The number of degrees of freedom of the system is two and the generalized coordinates are chosen as

and

, as shown in the figure.
Diagram for Physics question 44

If

and

are the generalized momenta corresponding to

and

, respectively, then the correct option(s) is(are)
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Question 45

Open question
PHMSQ2 marksNeeds review
The Gell-Mann – Okuba mass formula defines the mass of baryons as

where

,

and

are constants,

represents the isospin and

represents the hypercharge. If the mass of

hyperons is same as that of

hyperons, then the correct option(s) is(are)
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Question 46

Open question
PHMSQ2 marksNeeds review
The time derivative of a differentiable function

is added to a Lagrangian

such that

where

are the generalized coordinates, generalized velocities and time, respectively. Let

be the generalized momentum and

the Hamiltonian associated with

. If

and

are those associated with

, then the correct option(s) is(are)
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