Bohr Atomic Model in Hindi for Students

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Bohr Atomic Model in Hindi. We covered all the Bohr Atomic Model in Hindi in this post for free so that you can practice well for the exam.

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Mock Test on Bohr Atomic Model for Students

Bohr's model is the modification of Rutherford's model of the atom on the basis of

According to Bohr's theory, an electron in a quantum-selected orbit can :

According to Bohr's atomic model, the angular momentum of an electron in permitted orbit is proportional to :

Bohr's model assumes that the quantity, which can exist only as an integral multiple of h/27 is :

Bohr's theory of atomic model was successful because it relates to

Bohr's atomic model is added to the Rutherford atomic model with the restriction that :

To explain his theory, Bohr used the conservation of

According to Bohr's atomic model, an electron can continuously revolve around a nucleus, if its orbit is a circle of

As the radius of the orbit increases :

The period of revolution of an electron in the first Bohr orbit is T then the period of revolution in 2nd orbit is :

When an electron moves in orbit around the nucleus, it has :

Mock Test on Bohr Atomic Model for Students

Bohr's model is the modification of Rutherford's model of the atom on the basis of

(A) Maxwell's theory

(B) Newton's theory

(D) Huygens theory

Option c - Planck's quantum theory

According to Bohr's theory, an electron in a quantum-selected orbit can :

(A) absorb energy continuously.

(B) radiate energy continuously

(D) not absorb or radiate energy

Option d - not absorb or radiate energy

According to Bohr's atomic model, the angular momentum of an electron in permitted orbit is proportional to :

(A) the reciprocal of the principal quantum number

(B) the square of the principal quantum number

(D) principal quantum number

Option d - principal quantum number

Bohr's model assumes that the quantity, which can exist only as an integral multiple of h/27 is :

(A) angular momentum

(B) linear momentum

(D) quantum frequency

Option a - angular momentum

Bohr's theory of atomic model was successful because it relates to

(A) the theory of relativity

(B) properties of the nucleus

(D) the size of the nucleus

Option c - the observed hydrogen spectrum

Bohr's atomic model is added to the Rutherford atomic model with the restriction that :

(A) light is emitted by an orbiting electron

(B) only certain electron orbits are possible

(D) all nuclei of a given element have the same charge

Option b - only certain electron orbits are possible

To explain his theory, Bohr used the conservation of

(A) angular momentum

(B) linear momentum

(D) quantum frequency

Option a - angular momentum

According to Bohr's atomic model, an electron can continuously revolve around a nucleus, if its orbit is a circle of

(A) increasing radius

(B) decreasing radius

(D) permitted radius

Option d - permitted radius

As the radius of the orbit increases :

(A) K.E. decreases. P. E. increases

(B) K.E. increases, P. E. decreases

(D) K.E. and P. E. both are increases

Option a - K.E. decreases. P. E. increases

The period of revolution of an electron in the first Bohr orbit is T then the period of revolution in 2nd orbit is :

(A) 8 T

(B) 4 T

(D) T/8

Option a - 8 T

When an electron moves in orbit around the nucleus, it has :

(A) potential energy only

(B) kinetic energy only

(D) zero energy

Option c - both '1' and '2'

We covered all the bohr atomic model in Hindi above in this post for free so that you can practice well for the exam.

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Mock Test on Bohr Atomic Model for Students

Bohr's model is the modification of Rutherford's model of the atom on the basis of

According to Bohr's theory, an electron in a quantum-selected orbit can :

According to Bohr's atomic model, the angular momentum of an electron in permitted orbit is proportional to :

Bohr's model assumes that the quantity, which can exist only as an integral multiple of h/27 is :

Bohr's theory of atomic model was successful because it relates to

Bohr's atomic model is added to the Rutherford atomic model with the restriction that :

To explain his theory, Bohr used the conservation of

According to Bohr's atomic model, an electron can continuously revolve around a nucleus, if its orbit is a circle of

As the radius of the orbit increases :

The period of revolution of an electron in the first Bohr orbit is T then the period of revolution in 2nd orbit is :

When an electron moves in orbit around the nucleus, it has :

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