Use the data of Table 7.3 to find the point between Mercury and the Sun at which an object can be placed so that the net gravitational force exerted by Mercury and Sun on this object is zero.  m from the center of Mercury Useful Planetary Data Body Mass (kg) Mean Radius (m) Period (s) Distance from Sun (m) T2/r3 (s2/m3) Mercury 3.18 ✕ 1023 2.43 ✕ 106 7.60 ✕ 106 5.79 ✕ 1010 2.97 ✕ 10-19 Venus 4.88 ✕ 1024 6.06 ✕ 106 1.94 ✕ 107 1.08 ✕ 1011 2.99 ✕ 10-19 Earth 5.98 ✕ 1024 6.37 ✕ 106 3.156 ✕ 107 1.496 ✕ 1011 2.97 ✕ 10-19 Mars 6.42 ✕ 1023 3.37 ✕ 106 5.94 ✕ 107 2.28 ✕ 1011 2.98 ✕ 10-19 Jupiter 1.90 ✕ 1027 6.99 ✕ 107 3.74 ✕ 108 7.78 ✕ 1011 2.97 ✕ 10-19 Saturn 5.68 ✕ 1026 5.85 ✕ 107 9.35 ✕ 108 1.43 ✕ 1012 2.99 ✕ 10-19 Uranus 8.68 ✕ 1025 2.33 ✕ 107 2.64 ✕ 109 2.87 ✕ 1012 2.95 ✕ 10-19 Neptune 1.03 ✕ 1026 2.21 ✕ 107 5.22 ✕ 109 4.50 ✕ 1012 2.99 ✕ 10-19 Pluto ~1.4 ✕ 1022 ~1.5 ✕ 106 7.82 ✕ 109 5.91 ✕ 1012 2.96 ✕ 10-19 Moon 7.36 ✕ 1022 1.74 ✕ 106 - -

icon
Related questions
Question

Use the data of Table 7.3 to find the point between Mercury and the Sun at which an object can be placed so that the net gravitational force exerted by Mercury and Sun on this object is zero.
 m from the center of Mercury

Useful Planetary Data

Body Mass (kg) Mean Radius (m) Period (s) Distance from Sun (m) T2/r3 (s2/m3)
Mercury 3.18 ✕ 1023 2.43 ✕ 106 7.60 ✕ 106 5.79 ✕ 1010 2.97 ✕ 10-19
Venus 4.88 ✕ 1024 6.06 ✕ 106 1.94 ✕ 107 1.08 ✕ 1011 2.99 ✕ 10-19
Earth 5.98 ✕ 1024 6.37 ✕ 106 3.156 ✕ 107 1.496 ✕ 1011 2.97 ✕ 10-19
Mars 6.42 ✕ 1023 3.37 ✕ 106 5.94 ✕ 107 2.28 ✕ 1011 2.98 ✕ 10-19
Jupiter 1.90 ✕ 1027 6.99 ✕ 107 3.74 ✕ 108 7.78 ✕ 1011 2.97 ✕ 10-19
Saturn 5.68 ✕ 1026 5.85 ✕ 107 9.35 ✕ 108 1.43 ✕ 1012 2.99 ✕ 10-19
Uranus 8.68 ✕ 1025 2.33 ✕ 107 2.64 ✕ 109 2.87 ✕ 1012 2.95 ✕ 10-19
Neptune 1.03 ✕ 1026 2.21 ✕ 107 5.22 ✕ 109 4.50 ✕ 1012 2.99 ✕ 10-19
Pluto ~1.4 ✕ 1022 ~1.5 ✕ 106 7.82 ✕ 109 5.91 ✕ 1012 2.96 ✕ 10-19
Moon 7.36 ✕ 1022 1.74 ✕ 106 - - -
Sun 1.991 ✕ 1030 6.96 ✕ 108 - - -
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 3 steps with 2 images

Blurred answer