A Football Player Runs At 8 M/S And Plows Into A 80 Kg Referee Standing On The Field Causing The Referee To Fly Forward At 5.0 M/S. If This Were A Perfectly Elastic Collision, What Would The Mass Of Football Player Be?

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A Football Player Runs At 8 M/S And Plows Into A 80 Kg Referee Standing On The Field Causing The Referee To Fly Forward At 5.0 M/S. If This Were A Perfectly Elastic Collision, What Would The Mass Of Football Player Be?. To determine the new velocity of the football player and referee after their collision, we will use the principle of conservation of momentum. If this were a perfectly elastic.

A football player runs at 8 m/s and plows into a 80 kg referee standing
A football player runs at 8 m/s and plows into a 80 kg referee standing from brainly.in

Calculate the final velocity using the formula: Total mass = mass of player + mass of referee = 100 kg + 80 kg = 180 kg. If this were a perfectly elastic collision, what would the mass.

To Determine The New Velocity Of The Football Player And Referee After Their Collision, We Will Use The Principle Of Conservation Of Momentum.


If this were a perfectly elastic. The momentum of an object. If this were a perfectly elastic collision, what would the mass.

Calculate The Final Velocity Using The Formula:


A football player runs at 8 m/s and plows into a 80 kg referee standing on the field causing the referee to fly forward at 5.0 m/s. If this were a perfectly elastic collision, what would the mass. A football player runs at 8 m/s and plows into a 80 kg referee standing on the field causing the referee to fly forward at 5.0 m/s.

A Football Player Runs At 8 M/S And Plows Into A 80 Kg Referee Standing On The Field Causing The Referee To Fly Forward At 5.0 M/S.


Total mass = mass of player + mass of referee = 100 kg + 80 kg = 180 kg. A football player runs at 8 m/s and plows into a 80 kg referee standing on the field, causing the referee to fly forward at 5 m/s. Calculate the total mass after the collision.

If This Were A Perfectly Elastic Collision, What Would The Mass Of.


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