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Quantum ideas

Total questions: 12

Worksheet time: 6mins

Name
Class
Date
1.

Quantum mechanics deals with

a)

microscopic objects

b)

macroscopic objects

c)

any object macro or micro but for macro it is meaningless to apply

d)

any material below the dimension of 10-6 m

2.

Quantum mechanics originated from

a)

probability interpretation of a finding an object

b)

from the brain of Einstein

c)

from the brain of Planck

d)

from the brain of Schrodinger

3.

Basic variable in quantum mechanics is

a)

wave function

b)

psi

c)

phi

d)

any mathematical function

4.

wave function has

a)

no physical meaning its just a mathematical function

b)

gives the probability of finding an object in Q.Mech

c)

no physical meaning its just a well behaved mathematical function

d)

physically meaningful and provides position of a particle in Q.Mech

5.

The probablity of finding a particle in Q. Mech is

a)

mod squre of wave function

b)

mod square of psi

c)

mod of wave funciton

d)

mod of psi

6.

Normalization condition is

a)

total prob 1

b)

total prob 1/2

c)

Surface integral of vector normal to a surface is flux of a field

d)

total prob is zero

7.

In a given problem wave function is obtained by

a)

solving schrodinger's time dep equation

b)

solving schrodinger's time inn-dep equation

c)

solving any second order equaiton

d)

resolving a matrix equation

8.

Schrodinger's time dep equation is

a)

an energy eigen value equation

b)

eigen value equation of momentum

c)

eigen value equation of K.E

d)

eigen value equation of position

9.

Operators in Quantum mechanics are

a)

mathematical function

b)

mathematical operators

c)

any operation mathematical or surgical

d)

any logical or mathmatical opearation on wave funciton

10.

Concept of operator is needed in Q.Mech because

a)

we can not make direct measurment

b)

matters are represented by wave function and we have rely on wave function

c)

direct measurement not possible so indirect measurement

d)

direct measurement not possible so mathematical operation on wave function

11.

Operator form of position is

a)

x

b)

-ih/2pi del/delx

c)

ih/2pi del/delx

d)

x2

12.

Potential energy operator varies with

a)

x=position

b)

-ih del/delx

c)

ih del/delx

d)

velocity