Gravitation: Overview, Questions, Preparation

Gravitation 2021

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Vipra Shrivastava

Vipra ShrivastavaSenior Manager - Content

Updated on May 10, 2021 10:56 IST

What is Gravitational Force?

We, humans, observe that an object dropped from a height falls towards the earth. We know that all the planets revolve around the sun. The moon revolves around the planets. There must be some force acting on the objects in all these cases—the force of gravity. When the apple hit Sir Issac Newton on the head, he concluded that the same force handles all these things. This force of attraction between the objects known as the gravitational force.

Gravitational Force

Every object with a certain mass attracts other objects with a gravitational force, which is directly proportional to their masses’ product and inversely proportional to the square of the distance between them. The force is along the line joining the centres of two objects.

Gravitational Force

Let’s look at the formula:

F = Gravitational Force between two objects;

G= Constant of proportionality also called Universal Gravitation Constant, which is equal to 6.673 × 10^–11 N m^2 kg^–2;

M and m are the two masses lying at a distance d.

Gravitational Force of the Moon

If there is no Earth or no other planets, the moon will continue going in a straight line. The gravitational pull of Earth draws the moon closer to it. The moon’s gravitational force is vital to earth as it keeps Earth from rotating faster or changing its rotational angle. The moon’s gravitational pull of Earth accounts for the rise and fall of ocean tides. A high tide creates where the moon’s gravitational pull is strongest. 

Gravitational Force of the Moon in Class 11

This chapter’s questions are based on the ‘Universal Law of Gravitation,’ ‘Acceleration Due to Gravity,’ and Kepler’s Law. The topic ‘Gravitational Force of the Moon’ has less weightage, compared to others.

Illustrated Examples

Example 1: How to calculate the gravitational force of the moon?

Solution:

Formula  g= GM/r^2

Mass of moon(M) =7.36* 10^22

Radius of the moon(r) = 1.74* 10^6 

G = 6.673 × 10^–11

So, g= 6.673 × 10^–11(7.36* 10^22)/1.74* 10^6  = 1.625 m/s^2.

Example 2: How to calculate the weight of the object on the moon?

Solution: The weight of the object on the moon is the force with which the moon attracts that object.  

  • Mass of an object =m
  • Weight on the moon =Wm
  • Mass of the moon =Mm
  • Radius = Rm
Gravitational Force
Images courtesy: NCERT

FAQs on Gravitational Force of Moon

Q: What is the importance of gravitational force?

A: This force explains several circumstances like:

  • The force that binds us to the earth.
  • The motion of the moon, planets around the earth and Sun.
  • The tides due to the moon and the Sun.

Q: Why is moon’s gravitational force less than that of the earth?

A: Earth’s mass is greater than that of the moon, and the moon’s density is 60% of the earth’s density. Thus, the gravitational force of the moon is less than that of the earth.

Q: What is the acceleration due to gravity?

A: The acceleration of an object due to the gravitational force acting on it is known as acceleration due to gravity.

Q: Why does moon’s gravity cause tides on earth but not the sun’s tides?

A: Since the moon is closer to the earth than the sun, its gravitational gradient is stronger than that of the sun. Ocean tides are a result of ocean water being pulled because of this gravitational gradient. 

Q: Does the moon affect humans?

A: Yes, the moon’s gravitational pull affects fluids inside the human body, leading to conditions like epilepsy, kidney stones, and menstrual cycles.

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