Kinetic energy transfer problem

AI Thread Summary
The discussion revolves around calculating the kinetic energy transferred during a collision between two coins of different masses. The initial coin has a mass of 0.005 kg and an initial velocity of 25 cm/s, while the second coin, at rest, has a mass of 0.015 kg. After the collision, the first coin's velocity changes to -12.5 cm/s, and the final velocity of the second coin is determined to be 12.5 cm/s. The kinetic energy transfer is calculated using the formula E_{K} = 1/2 mv^2, but there is confusion regarding the correct answer, with a discrepancy between the calculated value and the book's answer of 1.1x10^-4 J. The discussion also touches on energy transfer concepts in different collision scenarios.
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ok i have a problem with a 0.005kg coin that has an initial velocity of 25cm/s that hits a 0.015kg coin that is at rest. atfer the collision the 0.005kg coin has a velocity of -12.5cm/s. What i have to find is the Kinetic energy transferred was. i got the final velocity for the 0.015kg coin which is 12.5cm/s but i don't know how to figure out the amt of kinetic energy transfer is can someone please help!
 
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Transferred kinetic energy is that which is gained by the coin that was initially at rest. Therefore, you can use

E_{K}=\frac{1}{2}mv^2

to find the final kinetic energy of that coin, which, since initial E_{K}=0, is the transferred E_{K}.
 
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but when i do that i get 1.172 for an answer but it says in my book that the answer is 1.1x10^-4J?
 
Take a look at your units...
 
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