Answer:
-15J
Explanation:
Step one:
given data
m1= 1.2kg
v1= 5 m/s
m2= 4.8kg
v2= 0 m/s
Required
The kinetic energy lost
Step two:
The kinetic energy before impact is KE1
[tex]KE1= 1/2mv^2\\\\KE1= 1/2*1.2*5^2\\\\KE1= 15J[/tex]
KE after impact is KE2
[tex]KE2= 1/2*(m1+m2)v2\\\\KE2= 1/2*(6)0\\\\KE2= 0 J[/tex]
The loss in Kinetic energy is
Loss in KE= KE2-KE1
Loss in KE= 0-15
Loss in KE= -15J