Quantum Mechanics Quiz for Fun & Quiz Competition Practice
Quantum Mechanics Quiz is here,
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#1. Which of the following is an expression for kinetic energy?
#2. Which of the following is the unit of plank’s constant?
#3. ΨIΨ= 1 which kind of braket property is this?
#4. Schrödinger’s cat thought experiment represents which of the following idea?
#5. Quantum computers use __ .
Explanation is given below
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- kinetic energy, T = 1/2 mv^2
multiplying and dividing m, we get,
T = (1/2 m^2.v^2)/m
= (p^2)/2m ( p= mv)
- Unit of power is watt, which is
watt = joule/second
Unit of Plank constant is joule.second
so, watt.(second)^2 = (joule/second).
(second)^2 = joule.second
which is, in fact, the unit of Plank’s constant. - <ΨIΨ> = 1 is the property of
orthonormality. For example, in cartesian
co-ordinate, i.i = 1
<ΨIF> = 0 is the property of
orthogonality, where Ψ and F are two wave
functions. And they are orthogonal.
For instance, in cartesian co-ordinates, i.j =
0 - Schrödinger’s cat experiment uses
quantum superposition as its basis idea.
The fact that the cat can be both alive and
dead at the same time is an analogy of
quantum superposition. - Quantum computers use qubits the
same way our computers use binary
numbers 0 and 1. But quantum computers
use the principle of quantum superposition.
Therefore, 0 and 1 exist in a superposed
state.
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Uploaded by Bhautik Kapadiya
Quantum Physics Quiz and answers
- Which of the following is an expression
for kinetic energy?
a. (p^2)/2m ()
b. (p^2).(c^2)
c. p(c^2)
d. (m^2).(c^4)
2. Which of the following is the unit of
plank’s constant?
a. joule.hertz
b. joule.metre
c. erg.metre
d. watt.(second)^2 ()
- <ΨIΨ> = 1, which kind of braket property
is this?
a. orthogonality
b. orthonormality ()
c. linearity
d. conjugate symmetry - Schrödinger’s cat thought experiment
represents which of the following idea?
a. quantum superposition ()
b. quantum tunneling
c. quantum consciousness
d. none of the above - Quantum computers use __ .
a. binary number system
b. hexagonal number system
c. qubits ()
d. none of the above