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Tamil Nadu Board of Secondary EducationHSC Science Class 11

HSC Science Class 11 - Tamil Nadu Board of Secondary Education Question Bank Solutions for Physics

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Physics
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The kinetic energy of the satellite orbiting around the Earth is __________.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Derive the expression for the moment of inertia of a rod about its centre and perpendicular to the rod.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

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What is meant by escape speed in the case of the Earth?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Why is the energy of a satellite (or any other planet) negative?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

What are geostationary and polar satellites?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Define weight

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Why is there no lunar eclipse and solar eclipse every month?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

How will you prove that Earth itself is spinning?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Derive the expression for the moment of inertia of a uniform ring about an axis passing through the centre and perpendicular to the plane.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

Derive the expression for the moment of inertia of a uniform disc about an axis passing through the centre and perpendicular to the plane.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

State and prove parallel axis theorem.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

State and prove perpendicular axis theorem.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

A uniform rod of mass m and length l makes a constant angle θ with an axis of rotation that passes through one end of the rod. Find the moment of inertia about this axis.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

Find the moment of inertia of a hydrogen molecule about an axis passing through its centre of mass and perpendicular to the inter-atomic axis. Given: mass of hydrogen atom 1.7 × 10-27 kg and interatomic distance is equal to 4 × 10-10 m.

[5] Motion of System of Particles and Rigid Bodies
Chapter: [5] Motion of System of Particles and Rigid Bodies
Concept: undefined >> undefined

Explain in detail the idea of weightlessness using the lift as an example.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Derive an expression for escape speed.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Derive the time period of the satellite orbiting the Earth.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Derive an expression for the energy of satellite.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

Explain in detail the geostationary and polar satellites.

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined

In the following, what are the quantities which that are conserved?

[6] Gravitation
Chapter: [6] Gravitation
Concept: undefined >> undefined
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