Find the kinetic energy of the system

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SUMMARY

The discussion focuses on calculating the kinetic energy of a system involving two adult bighorn rams in an elastic collision. The alpha male weighs 136 kg and is initially moving slower than the challenger, who weighs 113 kg and collides at a speed of 8 m/s, repelling at 6 m/s. Participants emphasize the necessity of applying both conservation of momentum and conservation of kinetic energy principles to solve the problem, highlighting the quadratic equation involved in determining the initial velocity of the alpha male.

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  • Understanding of elastic collisions and their properties
  • Knowledge of conservation of momentum and kinetic energy
  • Familiarity with quadratic equations and their solutions
  • Basic physics concepts related to mass and velocity
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milkyway11
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The question states: two adult bighorn rams butt heads in an elastic collision. the alpha male 136kg moves slower than his challenger that's 113kg. If the challenger collides at 8m/s and is repelled at 6m/s, find the kinetic energy of the system and the percent increase in speed that the alpha male experience.


I tried to solve the problem by using the conservation of momentum. However, since I don't know the initial nor final velocity of the alpha male, I decided to use the conservation of kinetic energy and find the Vi in terms of Vf. but that means I have to solve a v^2+v+c=0 (sorry, forgot what it was called). So i am not sure if i did it correctly since it is so complicated.
 
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hi milkyway11! :smile:

(try using the X2 and X2 icons just above the Reply box :wink:)
milkyway11 said:
… in an elastic collision …

… I decided to use the conservation of kinetic energy …

"elastic" collision means that you must use conservation of energy (as well as conservation of momentum, which applies in all collisions)
… but that means I have to solve a v^2+v+c=0 (sorry, forgot what it was called). So i am not sure if i did it correctly since it is so complicated.

(it's a quadratic equation :smile: …)

it has to have two solutions, because one solution will always be for the two objects to completely miss each other, won't it? :biggrin:
 
Thank you for your reply!

tiny-tim said:
hi milkyway11! :smile:

(try using the X2 and X2 icons just above the Reply box :wink:)


"elastic" collision means that you must use conservation of energy (as well as conservation of momentum, which applies in all collisions)


(it's a quadratic equation :smile: …)

it has to have two solutions, because one solution will always be for the two objects to completely miss each other, won't it? :biggrin:
 

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