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What is the third equation of motion?
The third equation of motion relates the final velocity 𝑣, initial velocity 𝑢, acceleration 𝑎, and displacement 𝑠: v² =u² +2as. This question related to Chapter 2 physics Class 11th NCERT. From the Chapter 2. Motion in Straight Line. Give answer according to your understanding. For more please visitRead more
The third equation of motion relates the final velocity 𝑣, initial velocity 𝑢, acceleration 𝑎, and displacement 𝑠: v² =u² +2as.
This question related to Chapter 2 physics Class 11th NCERT. From the Chapter 2. Motion in Straight Line. Give answer according to your understanding.
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The magnitude of instantaneous velocity is equal to instantaneous speed when:
Instantaneous velocity and speed are equal in magnitude when the motion is along a straight line because there is no deviation in direction. This question related to Chapter 2 physics Class 11th NCERT. From the Chapter 2. Motion in Straight Line. Give answer according to your understanding. For moreRead more
Instantaneous velocity and speed are equal in magnitude when the motion is along a straight line because there is no deviation in direction. This question related to Chapter 2 physics Class 11th NCERT. From the Chapter 2. Motion in Straight Line. Give answer according to your understanding.
For more please visit here:
See lesshttps://www.tiwariacademy.com/ncert-solutions/class-11/physics/chapter-2/
What is rolling motion? Discuss the motion of a disc rolling without slipping on a level surface. Hence find the condition for rolling without slipping.
Rolling motion describes the motion of an object in which it moves with a constant angular velocity, translating along a plane while rotating around its axis. A typical example is a disc rolling without sliding on a level surface. For this case, the disc moves about its center, and a point of contacRead more
Rolling motion describes the motion of an object in which it moves with a constant angular velocity, translating along a plane while rotating around its axis. A typical example is a disc rolling without sliding on a level surface. For this case, the disc moves about its center, and a point of contact with the plane momentarily remains stationary, or doesn’t slide.
In rolling motion, there has to be some relationship between its linear velocity and angular velocity if the disc rolls without slipping. The linear velocity of the disc’s center of mass must, therefore, match the product of its angular velocity and radius for the disc to roll smoothly, without sliding at the point of contact.
Friction plays a very important role in this process. Static friction between the disc and the surface prevents slipping, allowing the disc to maintain its rolling motion. If the linear velocity exceeds this relationship, the disc will start to slip, breaking the condition of rolling without slipping.
In summary, rolling motion is characterized by the combination of translation and rotation. For a disc to roll without slipping on a level surface, the static friction must be sufficient to maintain the proper relationship between the disc’s linear and angular velocities.
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See lessState the law of conservation of angular momentum. Give some illustrations of this law.
The law of conservation of angular momentum states that the total angular momentum of a system remains unchanged in the absence of external torque. This law is fundamental to physics and applies to all isolated systems. Isolated means that interactions have occurred without interference from the surRead more
The law of conservation of angular momentum states that the total angular momentum of a system remains unchanged in the absence of external torque. This law is fundamental to physics and applies to all isolated systems. Isolated means that interactions have occurred without interference from the surroundings.
One common example of this law is ice skaters. When a skater pulls in his arms while spinning, his moment of inertia decreases. To conserve angular momentum, his rotational speed increases, causing him to spin faster. This phenomenon is also evident in figure skating, where extending the arms slows down the spin, while pulling them in accelerates it.
The other is in space with astronauts. When an astronaut throws something away, he starts rotating in the opposite direction. This reaction shows that the conservation of angular momentum applies because neither the astronaut’s nor the thrown object’s combined angular momentum has changed.
In astrophysics, the formation of planets and stars from rotating gas clouds is an example of this principle. As these clouds contract due to gravity, their rotation speeds up to conserve angular momentum. Finally, when riding bicycles or motorcycles, leaning into a turn helps maintain balance, as the angular momentum of the bike-rider system remains constant while navigating curves.
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See lessWhich of the following statements is true about gravity?
The correct statement about gravity is that it attracts everything with mass. Gravity is the universal attractive force that causes influence on each object that contains mass, independent of its state: solid, liquid, or gas. This includes affecting everything, from small particles to large celestiaRead more
The correct statement about gravity is that it attracts everything with mass. Gravity is the universal attractive force that causes influence on each object that contains mass, independent of its state: solid, liquid, or gas. This includes affecting everything, from small particles to large celestial bodies like planets and stars.
Unlike repulsive forces, gravity always attracts objects toward one another. For instance, it is the force between Earth and any object which results in its falling onto the ground once dropped. Again, gravity is impartial to the nature of material objects are made from; it attracts all masses with equal intensity.
Although gravity is a force that is strong, it is not stronger than the electromagnetic force, which rules the interactions between charged particles. However, gravity is crucial in the structure and dynamics of the universe. It governs the orbits of planets around the sun, the movement of galaxies, and the behavior of objects on Earth. In itself, understanding gravity is fundamental to understanding a very wide range of phenomena in physics and astronomy and hence one of the most fundamental forces in nature.
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