Respuesta :
Use conservation of linear momentum (p) and impulse (I)
Formulas:
p = m*v
I = Δp = f * t
1) Linear momentum of the ball before being hitted by the player:
p = m * v = 0.16 kg * ( - 38 m/s) = - 6.08 N*s
2) linear momentum of the ball after being hitted:
p = m * v = 0.16 kg * (44 m/s) = + 7.04 N*s
3) Change of linear momentum
Δp = + 7.04 n*s - ( -6.08 N*s) = 13.12 N*s
4) Impulse
I = Δp = f * t => f = Δp * t = 13.12 N*s / 0.002 s = 6,560 N
Answer: 6,560 N
Formulas:
p = m*v
I = Δp = f * t
1) Linear momentum of the ball before being hitted by the player:
p = m * v = 0.16 kg * ( - 38 m/s) = - 6.08 N*s
2) linear momentum of the ball after being hitted:
p = m * v = 0.16 kg * (44 m/s) = + 7.04 N*s
3) Change of linear momentum
Δp = + 7.04 n*s - ( -6.08 N*s) = 13.12 N*s
4) Impulse
I = Δp = f * t => f = Δp * t = 13.12 N*s / 0.002 s = 6,560 N
Answer: 6,560 N