yes
this question has the theoritical answer but it is not yet practically done. according to the theortical answer """"""""yes! elephant have the same momentum as a Golf ball<<<<<<<<< Actually, elephants can have the same momentum as a golf ball. the equation for momentum is m x v2. m is mass, v is speed, and the two represents "speed squared". If the golf ball has a huge speed, then yes, it can have the same momentum as the elephant.
No, an elephant cannot have the same momentum as a golf ball. Momentum is dependent on mass and velocity, so even if an elephant and a golf ball were moving at the same speed, the elephant's much larger mass would result in a significantly greater momentum.
this question has the theoritical answer but it is not yet practically done. according to the theortical answer """"""""yes! elephant have the same momentum as a golf ball<<<<<<<<< Actually, elephants can have the same momentum as a golf ball. the equation for momentum is m x v2. m is mass, v is speed, and the two represents "speed squared". If the golf ball has a huge speed, then yes, it can have the same momentum as the elephant.
Well, that depends on how fast the golf-ball is going, if it's going 30 mph, yes is can, If faster no.
Momentum is the product of the mass and velocity of an object. Since a golf ball has a much lower mass than an elephant, it would have to have a much higher velocity to achieve the same momentum as an elephant. But it is definitely possible.
To increase the final momentum of a golf ball, you could increase the initial velocity of the ball, increase the mass of the ball, or increase the duration of time that the force is applied to the ball during impact. These factors will contribute to a higher final momentum of the ball.
If both balls have the same momentum, then the speed of the golf ball will be faster compared to the speed of the bowling ball. This is because the golf ball has less mass than the bowling ball, so it needs to move at a higher speed to have the same momentum.
When a golf ball is hit, its momentum is mostly due to the velocity and mass of the ball. The velocity of the ball at impact, along with its mass, determine the overall momentum of the ball as it travels.
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 golf ball, initially at rest, has no initial momentum. The velocity the moment before the club strikes the ball and the clubs mass multiply to get the initial momentum. The ball then gains much momentum in the direction of the clubs initial momentum. Since there golfers arm is remaining attached to the shoulder the clubs acceleration is directed towards his shoulder and the momentum is directed in a circular direction.
The momentum of the golf club before the impact is 6 kg m/s (1 kg * 6 m/s). Since momentum is conserved, the momentum of the golf ball after impact will also be 6 kg m/s. Therefore, the velocity of the golf ball after the impact will be 60 m/s (6 kg m/s divided by 0.1 kg).
The Golf ball, initially at rest, has no initial momentum. The velocity the moment before the club strikes the ball and the clubs mass multiply to get the initial momentum. The ball then gains much momentum in the direction of the clubs initial momentum. Since there golfers arm is remaining attached to the shoulder the clubs acceleration is directed towards his shoulder and the momentum is directed in a circular direction.