Question for TN SET Physical Science - Quiz / Questions / MCQ in English
Last Update on : October 11, 2026
Duration: 120 Β· Questions: 100 Β· Max Marks: 200
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Latest TN SET Physical Science Exam Question (Objective Questions), MCQ in English
Subjects : Physical Science
Question Bank TN SET Physical Science Exam - English
Physical Science
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K P U Z
P W D ?

What is the value of the ratio


x D y = (x – y)2
x O y = (x + y)2
x * y = (x × y)–1
x · y = x × y
+, – and × have their usual meanings. What is the value of {(197 o 315) – (197

Then,

. The level E = 0 is doubly degenerate, while the others are non-degenerate. The average energy at inverse temperature
iswhere c is a constant. The Gibbs potential G = U – TS + pV for this system is

Its ground state energy is
the uncertainty pr in the ground state
of the hydrogen atom is
2 + b
6with a, b > 0. The value of
, when the system is in thermodynamic equilibrium, is
is
is in an eigenstate of energy
. The corresponding unnormalized eigenfunction is
where
is a constant. The Hamiltonian for the system is given by
and C is the circle of unit radius in the plane defined by z = 1, with the centre on the z-axis, then the value of the integral
is
for |t| < 1, the value of P5(–1) is
The eigenvalues of M are
with the initial conditions x(0) = 0 and x(0) = 1. The solution x(t) attains its maximum value when t is
, the value of the integral
0 is
and
Assuming
>
and no charges on the surface, the electric field vector E' and the displacement vector D' in the two media satisfy the following inequalities
where
and r0 are constants, then the charge density at a distance r = r0 will be
(where K is a constant) is switched on at t = 0 in an infinite current-carrying wire. The magnetic vector potential at a perpendicular distance a from the wire is given (for time t > a/c) byImportant Questions Package
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GeV



a
(2n – 1), where n = 0, ±1, ±2, ... , are Dirac-delta functions of strength ±1. The amplitudes an in the Fourier expansion 
+ 2x = 0. If x = 0 at t = 0 and x = 1 at t = 1, the value of x at t = 2 is.
is
, then its Hamiltonian is
where α,β > 0. One of the equilibrium points is x = 0. The angular frequency of small oscillations about the other equilibrium point is
with respect to A, and C moves with a velocity
with respect to B in the same direction. The velocity of C as measured in A is
(where c is a constant), then the electric field on the right
is
of the electrostatic potential V and the vector potential
is a gauge transformation?
is
in the momentum representation. If the action of an operator
on y(x) is given by
, where a is a constant, then
is given by
then the operator
equal
, where k (t) is a time dependent parameter. Then
, the rate of change of the expectation value (V) of the potential energy, is
(Clausius-Clayperon equation), where uvap is the volume per particle in the vapour phase, and Ql is the latent heat, which may be taken to be a constant. If the vapour obeys ideal gas law, which of the following plots is correct?
(bdc) of 100 and 10 respectively, then they operate in the
Assume that l and V can be measured very accurately, but the pressure P has an rms error of 1% and the radius a has an independent rms error of 3%. The rms error of the viscosity is closest to
, where Eg is the band gap and A is a constant. If the mobility of both types of earners is proportional to T–3/2, then the log of the conductivity is a linear function of T–1, with slope
with the initial condition y = 2 at x = 0. Let y(1) and y(1/2) be the solutions at x = 1 obtained using Euler’s forward algorithm with step size 1 and
respectively. The value of (y(1) – y(1/2)/)y(1/2) is
If N is the flux of the incoming particles, the number of particles scattered per unit time is
in 1 dimension. If at t = 0, f(x, 0) =
and
(x, 0) = 0 for all x, then f(x, t) for all future times t > 0 is described by