1. An inventor patents a "golf machine". It consists of a "golf club" which is really a pendulum of length L= 2 (m), with a massles string and a mass M = 30 (kg) on the end. By pulling back on the pendulum until the string makes an angle 0= 10° from the vertical, and then releasing it from rest, the golf club strikes the "golf ball" exactly horizontally. The golf ball is a mass m = 0.1 (kg) that rests on a platform which is h = 20 (cm) above the horizontal ground. Assume that all collisions are elastic and all masses are point masses. Finally you should ignore air resistance but gravity acts down as usual. M) m h %3D А. What is the speed of M just before it strikes m? В. | After m is struck by M, how long is m in the air before it hits the ground?

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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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1. An inventor patents a "golf machine". It consists
of a "golf club" which is really a pendulum of
length L = 2 (m), with a massles string and a mass
M = 30 (kg) on the end. By pulling back on the
pendulum until the string makes an angle 0= 10°
from the vertical, and then releasing it from rest,
the golf club strikes the "golf ball" exactly
horizontally. The golf ball is a mass m =
that rests on a platform which is h = 20 (cm)
above the horizontal ground. Assume that all
collisions are elastic and all masses are point masses. Finally you should ignore
air resistance but gravity acts down as usual.
M)
0.1 (kg)
h
А.
What is the speed of M just before it strikes m?
| After m is struck by M, how long is m in the air before it hits the
В.
ground?
Transcribed Image Text:1. An inventor patents a "golf machine". It consists of a "golf club" which is really a pendulum of length L = 2 (m), with a massles string and a mass M = 30 (kg) on the end. By pulling back on the pendulum until the string makes an angle 0= 10° from the vertical, and then releasing it from rest, the golf club strikes the "golf ball" exactly horizontally. The golf ball is a mass m = that rests on a platform which is h = 20 (cm) above the horizontal ground. Assume that all collisions are elastic and all masses are point masses. Finally you should ignore air resistance but gravity acts down as usual. M) 0.1 (kg) h А. What is the speed of M just before it strikes m? | After m is struck by M, how long is m in the air before it hits the В. ground?
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