## What is momentum? examples of momentum in everyday life

Most people’s intuitive interpretation of momentum is that a big, fast-moving object has more momentum than a smaller, slower object. The product of a system’s mass multiplied by its velocity is known as linear momentum. Linear momentum is written as p = mv in symbols.
The mass and velocity of an object are also directly proportional to its momentum. As a result, the greater an object’s mass or velocity, the greater its momentum. The vector momentum p has the same direction as the velocity v. kg m/s is the SI unit for momentum.
Since there is no knowledge about the direction, we can only measure the magnitude of the momentum, p. (A magnitude is an italicized, boldfaced symbol with an arrow, while a vector is an italicized, boldfaced symbol with an arrow.) The magnitude of momentum can be determined directly from the concept of momentum given in the equation, which becomes p = mv when only magnitudes are considered in both sections of this example.

## Elliptical orbits and the conservation of angular momentum

a.) T H. B. a.) T H. B. a.) T 1 Which of the following has the most kinetic energy? The one has the least amount of momentum? The object going forward would have the most momentum. When an object’s speed is multiplied, the momentum is doubled… an object’s impulse is proportional to the difference in momentum it induces. 2) Two 1000 kg cars fly east, the first at 20 m/s and the second at 20 m/s. A 15 Ns impulse is applied to a 0.2 kg ball that is initially at rest. Which of the following objects has the greatest kinetic energy? -3.5-4.5= -8 kgm/s, correct? a. a tortoise weighing 270 kg traveling at a speed of 0.5 m/s… d. a small force causes a significant shift in the object’s momentum. The two balls clump together and take off together. a The forces acting on two surfaces are proportional to their initial velocities. b In any case, the law of conservation of momentum is followed. a 3.0 gram pellet shot at 250 meters per second
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### Jim cramer: tesla is the ‘greatest momentum story every told

Most people’s intuitive interpretation of momentum is that a big, fast-moving object has more momentum than a smaller, slower object. The product of a system’s mass multiplied by its velocity is known as linear momentum. Linear momentum is written as p = mv in symbols.
The mass and velocity of an object are also directly proportional to its momentum. As a result, the greater an object’s mass or velocity, the greater its momentum. The vector momentum p has the same direction as the velocity v. kg m/s is the SI unit for momentum.
Since there is no knowledge about the direction, we can only measure the magnitude of the momentum, p. (A magnitude is an italicized, boldfaced symbol with an arrow, while a vector is an italicized, boldfaced symbol with an arrow.) The magnitude of momentum can be determined directly from the concept of momentum given in the equation, which becomes p = mv when only magnitudes are considered in both sections of this example.

### Momentum does not require mass!!

True, since momentum is a vector, and an object going in the opposite direction has a negative velocity. Since momentum is defined as the product of mass and velocity, an object going in the opposite direction has a negative momentum. b. An object’s momentum will change as its speed changes.
True, since momentum is defined as mass multiplied by velocity, and if the velocity changes, so does the momentum.
c. The momentum of object A is greater than that of object B. As a consequence, object A would have a higher kinetic energy.
True, because if object A has more momentum than object B, then its mass or velocity is greater, and therefore its kinetic energy is greater, because kinetic energy is 1/2mv2. As a result, whether either our mass or velocity is greater, it will have a direct effect on our kinetic energy.
Real, since an impulse is a shift of momentum.
e. When a moving object collides with a stationary object, the stationary object has a much lower mass. The stationary object is subjected to the greatest change in momentum.