Energy conservation: Consider a pinball-style ball launcher, oriented horizontally as in diagram i). k = 140 N/m and x, = 5.0 cm, where x, is how far the spring is compressed from its equilibrium position. Assume friction is negligible and the mass of the plunger/handle can be neglected. a. What is the force required to compress the spring to xo = 5.0 cm? i.e. how hard would you have to pull the handle? b. If the speed of a ball when launched horizontally is 2.0 m/s, what is the mass of the ball? i) X,=? c. Consider the launcher tilted at an angle of 20 deg to the horizontal as in ii), how ii) Xo far (X) up an incline relative to the equilibrium position would the ball go? d. If you instead oriented the launcher vertically and placed the ball on top of 0 = 20 deg

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2. Energy conservation: Consider a pinball-style ball launcher, oriented horizontally as in diagram i). k= 140
N/m and x, = 5.0 cm, where x, is how far the spring is compressed from its equilibrium position. Assume
friction is negligible and the mass of the plunger/handle can be neglected.
a. What is the force required to compress
the spring to x, = 5.0 cm? i.e. how hard
would you have to pull the handle?
b. If the speed of a ball when launched
i)
horizontally is 2.0 m/s, what is the mass
of the ball?
X=?
Consider the launcher tilted at an angle
of 20 deg to the horizontal as in ii), how
far (X:) up an incline relative to the
equilibrium position would the ball go?
d. If you instead oriented the launcher
vertically and placed the ball on top of
it, how much would the spring
C.
ii)
0 = 20 deg
compress?
Transcribed Image Text:2. Energy conservation: Consider a pinball-style ball launcher, oriented horizontally as in diagram i). k= 140 N/m and x, = 5.0 cm, where x, is how far the spring is compressed from its equilibrium position. Assume friction is negligible and the mass of the plunger/handle can be neglected. a. What is the force required to compress the spring to x, = 5.0 cm? i.e. how hard would you have to pull the handle? b. If the speed of a ball when launched i) horizontally is 2.0 m/s, what is the mass of the ball? X=? Consider the launcher tilted at an angle of 20 deg to the horizontal as in ii), how far (X:) up an incline relative to the equilibrium position would the ball go? d. If you instead oriented the launcher vertically and placed the ball on top of it, how much would the spring C. ii) 0 = 20 deg compress?
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