An unmanned space probe (of mass m and speed v relative to the Sun) approaches the planet Jupiter (of mass M and speed V, rel- ative to the Sun) as shown in Fig. 9-84. The spacecraft rounds the planet and departs in the opposite direction. What is its speed (in kilometers per second), relative to the Sun, after this slingshot en- counter, which can be analyzed as a collision? Assume v = and V, 13.0 km/s (the orbital speed of Jupiter). The mass of Jupiter is very much greater than the mass of the spacecraft (M > m). 10.5 km/s =

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Chapter1: Units, Trigonometry. And Vectors
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An unmanned space probe (of mass m and speed v relative to
the Sun) approaches the planet Jupiter (of mass M and speed V, rel-
ative to the Sun) as shown in Fig. 9-84. The spacecraft rounds the
planet and departs in the opposite direction. What is its speed (in
kilometers per second), relative to the Sun, after this slingshot en-
10.5 km/s
counter, which can be analyzed as a collision? Assume v =
and V, 13.0 km/s (the orbital speed of Jupiter). The mass of Jupiter
is very much greater than the mass of the spacecraft (M > m).
=
m
12
V,
M
Transcribed Image Text:An unmanned space probe (of mass m and speed v relative to the Sun) approaches the planet Jupiter (of mass M and speed V, rel- ative to the Sun) as shown in Fig. 9-84. The spacecraft rounds the planet and departs in the opposite direction. What is its speed (in kilometers per second), relative to the Sun, after this slingshot en- 10.5 km/s counter, which can be analyzed as a collision? Assume v = and V, 13.0 km/s (the orbital speed of Jupiter). The mass of Jupiter is very much greater than the mass of the spacecraft (M > m). = m 12 V, M
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