This post on Gravitation Class 9 MCQ publishes a set of Multiple Choice Questions (with answers) from the class 9 Gravitation chapter.
In this post, we have presented a set of Gravitation Class 9 Question and Answer. Students of class 9 of different boards (like ICSE, CBSE, and states) will find these useful. Later, we added a section of gravitation class 9 extra questions as well.
Johannes Kepler was an astronomer who established three laws that govern the motion of planets around the sun. These are known as Kepler’s laws of planetary motion. The same laws also describe the motion of satellites (like the moon) around the planets (like the Earth). In this post, we will state and briefly explain those laws.
In this post, we will solve mass and weight numericals based on the class 9 science (physics) syllabus. These numerical questions are based on the concepts of mass and weight and their relationship. Formulas Used 1) weight of a body = mass of that body x acceleration due to gravity at that locationW =mg2) Mass […]
In this post, we will learn about Geostationary and geosynchronous satellites, and also will find out the relationship and differences between Geostationary and geosynchronous satellites. geosynchronous satellite A geosynchronous satellite has a period of exactly 1 day so that it passes over a fixed point on the Earth’s surface at the same time each day […]
In this post, we will see how acceleration due to gravity varies with latitudes. acceleration due to gravity(g) varies with latitudes – how? Consider a point A on the earth’s surface where the line joining center O to A makes an angle θ with the equatorial plane as shown. The angle θ is said to […]
This worksheet contains numerical problems on Orbital speed & Escape speed. 1) a) Confirm that the escape speed from the Earth’s surface is 11.2 km s−1.b) Explain why all masses have the same escape speed.c) Determine the escape speed from a planet that had twice the radius of Earth, but the same density. 2) The […]
This post presents you with 9 sets of selected MCQ with answers on the Gravitation chapter of class 11 physics (for CBSE, and ISC boards). This will be helpful to prepare for the class-11 (term-1) Physics paper and other competitive examinations.
Here we will see how Gravitational Field Strength is related to Gravitational Acceleration. To determine how gravitational field strength is related to gravitational acceleration, we will use this equation or relation: 1 N = 1 kg.m/s2. Then we will use kg.m/s2 instead of N in the equation for gravitational field strength: Unit of gravitational field […]
In this post, find Gravitational Potential Numericals in a solved worksheet (numerical). And, we will solve a bunch of numerical problems (Questions and answers) with the help of the concept and formula of Gravitational Potential, gravitational potential energy, & gravitational force. Also solve: Numericals on Gravitational force and Universal Law of gravitation – class 9 […]
In this post, we will derive the equation of the total energy of an orbiting body, and then will solve a numerical problem using the formula derived. Derive the formula of the total energy of an orbiting body (or satellite) To calculate the total energy of an orbiting body (say a satellite) we have to […]
This post provides study material on Gravitation class 11 [Physics Chapter 8 CBSE] in a nutshell. These gravitation class 11 Notes & formulas summarize the key concepts, equations, and applications. It also lists down a set of selected questions (prepared for ISC, CBSE class 11 physics, grade 12 physics, and UPSC preparation, IAS exams).
We will discuss here the circular motion of satellites, state of free fall of satellites, types of orbits, geostationary satellite and low Earth orbit satellites. Satellites undergo circular motion Satellites orbiting the Earth, including the Moon, are examples of objects undergoing circular motion. In this case of circular motion, the centripetal force is provided by […]
This post presents a Leaving Cert Physics Gravity worksheet with Numerical Problems & solutions. You can take it as Leaving Certificate Universal Law of gravitation worksheet as well. You can browse through our post on the derivation of the law of gravitation and the formula of the gravitational force if you want to brush up […]
Deriving equations of Gravitational Potential Energy (1)with planet’s surface as the zero level & (2)infinity is chosen as the zero level, 1] If we choose a planet’s surface as the zero level or reference, Gravitational Potential Energy Ep at x has a positive value.
If infinity is chosen as the zero level, Ep has a negative value.
Gravitational potential energy Ep = (mg) × h = mgh (if we choose a planet’s surface as the zero level or reference).
Gravitational potential energy Ep can be expressed as Ep = – G m1m2 / r (if infinity is chosen as the zero level).
Henry Cavendish first measured the universal gravitational constant G in 1798. The apparatus used is shown in Figure 1. Other experimenters repeated Cavendish’s measurement of G with various improvements and refinements. All measurements of G are found to be difficult because of the extreme weakness of the gravitational attraction. Setup of Henry Cavendish to measure […]
Gravitational Field Strength on the earth’s surface is defined as the force per unit mass experienced by a small test mass placed on the earth’s surface (in the gravitational field of the earth). So the Gravitational Field Strength at this point is expressed by the formula, g = G M/r^2where M = mass of the […]
A gravitational field is a region where you find gravity. More precisely, the gravitational field is defined as a region of space where a mass experiences a force because of its mass. In this post, we will find out more about the Gravitational field strength with its definition, derivation, and formula. What is the gravitational […]
Here we will see how to calculate the time the Earth takes to go around the Sun once. We will use Newton’s Universal Law of Gravitation to calculate this. Calculating the time taken by the earth to go around the Sun Using Newton’s Universal Law of Gravitation Applying Newton’s universal law of Gravitation, we will […]
Acceleration due to gravity of a body is independent of its mass – let’s show it mathematically. We will consider a body of mass m on the surface of the earth. Let M be the mass of the earth and R be the distance between the body and the centre of the earth (when the […]
Here we will solve a bunch of Gravitation Numericals for class 9. This is a set of numerical questions on class 9 gravitation chapter. The solution is also provided at the end of this worksheet.
This solved question-answer set is appropriate for high school students of IGCSE, ICSE, CBSE, and State Boards, and is good for competitive exams as well.
Coulomb Force Strength versus Gravitational Force Strength – How Strong is the Electrostatic or Coulomb Force Relative to the Gravitational Force? To find this we will calculate the electrostatic force and the gravitational force between an electron and proton separated by 0.530×10-10 m. (This distance is their average separation in a hydrogen atom) This will […]
We have derived the equation of g (acceleration due to gravity) and we will use that formula or equation to find out its value. The formula we will use is: g = GM/R2[Derivation of g formula here] Value of g from its formula We will use 3 values in the formula. And those values are […]
This post highlights the relation between G and g. G is the universal gravitational constant and g is the acceleration due to gravity. So let’s find out the relationship in terms of an expression or equation. Relation between G and g Let’s consider an apple of mass m falling from a tree. The apple is […]
To calculate the acceleration due to gravity near the surface of the moon we will use the formula g = GMmoon / Rmoon2 Here G = universal gravitational constant = 6.67 × 10−11 N · m2/kg2Mmoon = 7.35 × 1022 kgandRmoon = 1.738 × 106 m gmoon = GMmoon / Rmoon2 = (6.67 × 10−11 […]
Gravitational & Electric Forces: Similarities & Differences – This topic is a comparative study between Electric force and Gravitational force. The electric force is related to electric charges and Gravitational force is applied between any two masses. The electric force is also called electrostatic force. A force of either attraction or repulsion that a body […]
What is the value of acceleration due to gravity at the center of the earth?The value of the acceleration due to gravity at the center of the earth equals zero. Mathematical Proof of the same:At the center of the earth, depth from the earth’s surface is equal to the radius of the earth. We know the […]
In this post, we will discuss and derive the formula for the acceleration due to gravity at a depth h. As the depth from the earth’s surface is increased, the value of g falls. We will discuss and derive the equation that describes the change in the value of g due to depth from the […]
In this post, we will discuss and derive the formula for the acceleration due to gravity at height h (where h<<Radius of the earth). As height or altitude from the earth’s surface increases the value of g falls. Now we are to discuss and derive the equation of g that describes this change in g […]
In this post, we will list down and derive the formula of Acceleration due to gravity on the earth’s surface. In other words, we will derive the formula or equation of g on the earth’s surface.The 2 formulas we will derve for g (Acceleration due to gravity on the earth’s surface) are: g = GM […]
Use this online physics calculator to calculate the variation of g due to height or altitude variation above the earth’s surface. Please note that here, for this calculator, the value of height << radius of the earth. How to use this online calculator? Enter the value of height in meter. For this calculator, the value […]
Use this online physics calculator to calculate variation of g due to depth variation below the earth’s surface. How to use this calculator online? Enter the value of depth in meter unit.The values are g and the radius of the earth is prepopulated and can be modified within a range only. You can keep these […]
Here in this post, we will list down different forms of the Orbital velocity formula or equation. We will present here 3 sets of formulas including the near-orbit one. After this, we will also see how to use these formulas to solve numerical problems. Orbital Velocity Formula – 3 sets of formulas are listed below: […]
We will first understand what escape velocity is and then we will focus on the escape velocity derivation to get its formula or equation. Now, what is escape velocity? Define Escape Velocity Escape velocity is defined as the minimum velocity with which if an object is thrown from the surface of the earth or any […]
We will derive the equation for Kepler’s Third Law using the concept of the Period of Revolution and the equation of orbital velocity. In this process, the equation of the Time Period Of Revolution of the Earth satellite would be derived as well. We’ll also solve sample numerical problems here using this law. So let’s start!
Orbital Velocity of a satellite is the minimum velocity it has to maintain to continue its circular motion in its orbit or in other words it is the minimum velocity of the object in circular motion that generates enough centripetal force to keep it in the circular orbit of given radius. We will discuss this in details as well as we will focus on the derivation of Orbital Velocity formula.
Variation of g with height and depth: Acceleration due to gravity or g varies as the height or depth varies with respect to the surface of the earth. This means the value of g on top of a mountain won’t be exactly the same as that on the earth’s surface. Similarly, g at a location […]
A stone falls towards the earth – why? A stone falls back on the ground. But the earth doesn’t seem to move towards it. Why? As said by this law of universal gravitation every object in this universe is attracting every other object towards it. This force of gravitational attraction between any two objects in […]
The objective of this post is the study the Universal Law of Gravitation and the derivation of the Gravitational Force formula from the Universal Law of Gravitation.