Let the mass of the football player be M = 68.5 kg
Let the mass of the football be m = 0.440 kg
Let their common velocity in the initial stage be V = 2.15 m/s
After the throw , velocity of the ball be v
Let the velocity of the player after throw be V'
Here as no external force is acting on the system of player and the football , momentum will be conserved
Linear momentum of the ( player + football ) before the throw = linear momentum of the player + linear momentum of the football after the throw.
( M + m ) V = M V' + m v ............ ( 1 )
A ) Speed of the football relative to ground will be v = 14.0 m/s
So , ( 68.5 + 0.44 ) * 2.15 = ( 68.5 * V' ) + ( 0.44 * 14 )
148.221 = 68.5 V' + 6.16
68.5 V' = 142.061
V' = 142.061 / 68.5
V' = 2.073 m/s
B) Speed of the ball relative to the player is v = 14 + 2.15 = 16.15 m/s
Using this values in equation ( 1 ) , we get
( 70 + 0.44 ) 2.15 = 68.5 V' + 0.44 * 16.15
148.221 = 68.5 V' + 7.106
68.5 V' = 141.115
V' = 2.060 m/s
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