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1 meter per second west.

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Q: A man has a momentum of 80 kilograms per sec west the man has a mass of 80 kilograms what is the velocity of the man?
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A man who is walking has a momentum of 80 kilogram meters per second west The man has a mass of 80 kilograms which is the velocity of the man?

Momentum = mass * velocity. We are told that his momentum is 80kgm/s, and that his mass is 80 kg, so we can say: 80kgm/s = 80 kg × V ∴ 1m/s= V So the velocity of the man is 1 meter per second west.


A dog has a momentum of 60 kilogram meters per secound west the dog has a velocity of 3 meters per secound west what is the mass of the dog?

20 kilograms


If a bicycle has a mass of ten kg and a velocity of eleven ms to the west what is the magnitude of its momentum?

1


What is the momentum of a 90 kg athlete running west at 3 m s?

Momentum = mass x velocity. Momentum = (90 kg) x (3 m/s) Momentum = 270 kgm/s


If a bicycle has a mass of 10kg and a velocity 11ms to the west what is the magnitude of its momentum?

Momentum = Mass x Velocity = 11 x 10 = 110 Ns (Newton seconds)


A person is riding a bike at 5 m's due west The mass of the rider plus bike is 95 kg What is the magnitude of its momentum?

Momentum = mass x velocity Assuming you mean the rider is riding at 5 m/s, the momentum is 95 x 5, which is 475 kg-m/s


What is the change in angular momentum of a planet with radius R if an asteroid mass m and speed v hits the equator at an angle from the West 40 degrees from the radial direction?

The asteroid's velocity component tangent to the surface of the planet at the equator is:│v│∙ sin 40oThis times the mass of the asteroid gives the impulse (F∙t) the asteroid gives tothe planet, tangent at the point of impact and in the direction of the planet rotation:m∙│v│∙ sin 40oThis time the radius of the planet gives the increment in angular momentum ofthe planet:R∙│v│∙ sin 40o


30mph west is an example of?

It is an example of a velocity.


What is the momentum of a 21 kg bicycle traveling west a 3.0 meters per second?

Momentum = m V = (21) x (3 west) = 63 kg-m/sec west(Bold italics are vectors)


A car travels west for 240 km in 4 h what is the car's velocity?

The equation for velocity is velocity=distance/time. So you would solve the problem as follows. 240km/4h=60km/h


An airplane flying from New York to Los Angeles is traveling at a velocity of 1400 kph west There is a head wind with a velocity of 20 kph east What is the resultant velocity of the airplane in kph?

1380 kph west


If Ben runs from a position 3 miles west of Main Street to a new position 45m west of Main Street in 6 seconds - What is Ben's velocity?

Velocity = distance divided by time / Velocity = average speed over time / Acceleration = (change of) velocity divided by time elapsed Change in velocity = final velocity "minus" initial velocity divided by time elapsed