It is 250 kgm/s in the direction of the skater's motion.
It is 250 kgm/s in the direction of the skater's motion.
The momentum of the ice skater can be calculated using the formula: momentum = mass x velocity. Plugging in the values (mass = 50 kg, velocity = 2 m/s), the momentum would be 100 kg*m/s.
It is 250 kgm/s in the direction of the skater's motion.
Momentum is the product of measuring the mass and velocity of a moving object. How much something weighs by the rate of speed it was traveling. Can tell you alot about the damage that could be doneup on impact. As well as tell you how much force would be needed to stop the object in question.
The speed skater has a momentum of 1200 kg*m/s.
It is 250 kgm/s in the direction of the skater's motion.
250 kg * m/s
500 kg·m/s
It is 250 kgm/s in the direction of the skater's motion.
The momentum of the ice skater can be calculated using the formula: momentum = mass x velocity. Plugging in the values (mass = 50 kg, velocity = 2 m/s), the momentum would be 100 kg*m/s.
It is 250 kgm/s in the direction of the skater's motion.
Momentum is the product of measuring the mass and velocity of a moving object. How much something weighs by the rate of speed it was traveling. Can tell you alot about the damage that could be doneup on impact. As well as tell you how much force would be needed to stop the object in question.
The speed skater has a momentum of 1200 kg*m/s.
Yes, angular momentum is conserved when a spinning ice skater pulls in their arms. This is because the skater's rotational speed increases as they bring their arms closer to their body, balancing out the decrease in their moment of inertia.
One of the best examples that demonstrates the conservation of angular momentum is the spinning ice skater. When a skater pulls in their arms while spinning, their rotational speed increases due to the conservation of angular momentum. This principle shows that the total angular momentum of a system remains constant unless acted upon by an external torque.
A skater spins faster when she pulls her arms in due to the principle of conservation of angular momentum. When she reduces her moment of inertia by drawing her arms closer to her body, she compensates by increasing her rotational speed to keep the angular momentum constant. This is similar to a figure skater executing a spin; as they tuck in their limbs, they rotate more quickly.
Apolo Anton Ohno is a 1000 meter short track speed-skater.