Word Problems
J = Ft = mΔv = Δp
In order for a tennis serve to have the maximum speed, the server needs a big force and a long _______________
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A 5.0 kg mass has its velocity change from 8.0 m/s east to 2.0 m/s east. Find the object's change in momentum.
m = 5.0 kg
Vi = 8.0 m/s East
Vf = 2.0 m/s East
Δp = ?
Δp = mΔV
= (5.0 kg)(2.0 m/s − 8.0 m/s)
= −30. kg·m/s East
= +30. kg·m/s West
A 5.0 kg mass moving with a velocity of 8.0 m/s east has an impulse applied to it which causes its velocity to change to 20. m/s East. Find Impulse:
m = 5.0 kg
Vi = 8.0 m/s East
Vf = 20. m/s East
J = ?
J = mΔv = (5.0 kg)(12. m/s East)
= 60. kg·m/s east
= 60. Ns East
Find the force if the impulse was applied for 3.0 sec.
F = ?
t = 3 seconds
m = 5.0 kg
Vi = 8.0 m/s East
Vf = 20. m/s East
J = 60. kg·m/s east
J = Ft = 60. Ns East
F(3.0 sec) = 60. Ns East
F = 20. N East
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How long would it take for a net upward force of 100. N, to increase the speed of a 50. kg object from 100. m/s to 150. m/s.
F = 100. N
m = 50. kg
Vi = 100. m/s
Vf = 150. m/s
t = ?
FΔt = mΔv
(100. N)t = 50. kg(50. m/s)
t = 25. secs
A 1.0 kg ball traveling @ 4.0 m/s strikes a wall and bounces straight back @ 2.0 m/s. Find Δp
m = 1.0 kg
Vi = 4.0 m/s
Vf = −2.0 m/s (opposite direction)
Δp = ?
(a) Δp = mΔv
= (1.0 kg)(−2.0 m/s − 4.0 m/s)
= −6.0 kg·m/s
(b) What is impulse applied to the ball?
J = Δp = −6.0 kg·m/s
(c) What is impulse applied to the wall?
J = +6.0 kg·m/s
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p. 188, #17
Δp = mΔv
Momentum only changes in the x direction
toward wall +
Vi = Vsinθ
Vf = −Vsinθ
Δp = mΔv
Δp = m(−2Vsinθ)
= 2.1 kg·m/s left