Yes. Momentum is simply the product of mass x velocity.
If the bowling ball happens to be on the shelf, then even
a housefly or a falling piece of tissue has more momentum.
momentum=velocity x mass say a golf ball weighs 1 pound and the bowling ball weighs 5 pounds the golf ball would have to be moving 5 times faster than the bowling ball to have the same momentum
The bowling ball has more momentum because momentum is directly proportional to an object's mass and velocity. Since the two balls are moving at the same speed, the greater mass of the bowling ball results in it having more momentum.
The bowling ball would have more momentum because it has more mass than the golf ball. Momentum is calculated as the product of an object's mass and velocity, so a heavier object moving at the same velocity will have more momentum.
The pins gained the same amount of momentum that the bowling ball lost, according to the law of conservation of momentum. So, the pins gained 0.5 kg meters per second of momentum in the opposite direction to the bowling ball's initial momentum.
Momentum. Momentum is the mass of an object multiplied by its velocity. This is expressed as: p=mv where p is the momentum, m is the mass, and v is the velocity. Also, kinetic energy, as that is 1/2 m*v^2.
momentum=velocity x mass say a golf ball weighs 1 pound and the bowling ball weighs 5 pounds the golf ball would have to be moving 5 times faster than the bowling ball to have the same momentum
The bowling ball has more momentum because momentum is directly proportional to an object's mass and velocity. Since the two balls are moving at the same speed, the greater mass of the bowling ball results in it having more momentum.
A bowling ball has more momentum. You cannot throw it as fast, but a tenpin ball weighs 16 pounds and a baseball only 1/3 pound. Momentum is mass times velocity and if you throw the bowling ball at 10 mph but the baseball at 90 mph the bowling ball still has much more momentum.
The bowling ball would have more momentum because it has more mass than the golf ball. Momentum is calculated as the product of an object's mass and velocity, so a heavier object moving at the same velocity will have more momentum.
The bowling ball is harder to stop because it has a greater mass, and therefore a greater momentum. But the answer is that the bowling ball has a greater mass.
The pins gained the same amount of momentum that the bowling ball lost, according to the law of conservation of momentum. So, the pins gained 0.5 kg meters per second of momentum in the opposite direction to the bowling ball's initial momentum.
The bowling ball traveling at 20 kph has greater momentum than the one traveling at 10 kph, assuming both have the same mass. Momentum is calculated using the formula ( p = mv ), where ( p ) is momentum, ( m ) is mass, and ( v ) is velocity. Since the second ball has a higher velocity, its momentum will be greater, making it more impactful in motion.
Linear momentum, p=mv, is proportional to mass and velocity. Since the bowling ball far outweighs the volleyball, the difference in velocity would have to be determined in order for them to possess the same amount of momentum. If the volleyball is traveling at a high enough speed (orders of magnitude higher), they can both have the same momentum. Either that or fill the volleyball with concrete.
It depends on how fast they're going. A bowling ball is much heavier, therefore has more momentum if they're both travelling at the same speed.
Momentum is calculated as the product of an object's mass and its velocity. Therefore, a bowling ball traveling at 20 kph has greater momentum than one traveling at 10 kph, assuming both balls have the same mass. The increase in speed directly increases the momentum, making the 20 kph ball more impactful than the 10 kph ball.
It is an example of momentum (sometimes called "inertia"). Velocity x mass. The bowling ball is much, much heavier. With both rolling at the same speed, the bowling ball is harder to stop because it has much more mass.
Inertia is the property of an object to resist changes in its state of motion, and it depends on the object's mass rather than its speed. Therefore, if the fast bowling ball and the slow bowling ball have the same mass, they have the same inertia regardless of their speeds. However, the fast bowling ball may have more momentum due to its higher velocity, but inertia itself is solely a function of mass.