Skip to content

Escape Velocity

Easyphysics

Escape velocity from spherical planet (mass M radius R) is:

Select the correct option:

🔒 Solution Hidden from View

Submit your answer to unlock the detailed step-by-step solution.

More gravitation Practice Questions

MediumNEET

An experimental probe is to be launched directly away from a small airless moon of radius 1600 km wh...

View Solution→
HardNEET

The escape velocity from the surface of the Earth is approximately 11.2 km/s. What would the escape ...

View Solution→
EasyJEE_MAIN

A student fires identical projectiles from the same point on the Earth's surface at different launch...

View Solution→
MediumJEE_MAIN

A space agency wants the minimum launch speed needed for a probe to leave the Earth permanently with...

View Solution→
MediumJEE_ADVANCED

What is the escape velocity from Earth's surface? (g = 10 m/s², R = 6.4 × 10⁶ m)

View Solution→
EasyNEET

The universal gravitational constant G is described as a fundamental constant of nature in the study...

View Solution→
HardNEET

Two particles of mass m and 4m are fixed at a separation d on a frictionless table. At what distance...

View Solution→
EasyNEET

A television broadcasting satellite must remain fixed above one point on the equator throughout the ...

View Solution→
EasyNEET

An astronaut inside a spacecraft orbiting the Earth at constant speed feels completely weightless, e...

View Solution→
EasyNEET

At a point located at a distance of 2R from the centre of a uniform spherical planet of radius R, th...

View Solution→
HardNEET

A satellite of mass m revolves around the Earth of mass M in a stable circular orbit of radius r. Wh...

View Solution→
MediumNEET

Because the Earth rotates about its axis, the measured acceleration due to gravity for a stationary ...

View Solution→

Browse all gravitation questions →

About This Question

Subject
physics
Chapter
gravitation
Topic
escape velocity
Difficulty
Easy
Year
2025
Tags
EscapeVelocity

Solution

Correct Answer:

√(2GM/R)

Escape velocity () is the minimum speed needed for an object to escape the gravitational influence of a planet.

  • Using conservation of energy: Total energy at surface = Total energy at infinity ().
  • For Earth, .

This easy difficulty physics question is from the chapter gravitation, covering the topic of escape velocity. It appeared in the 2025 exam.

Looking for more practice? Explore all physics questions or browse gravitation questions on RankGuru.