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HRW10e 13.26
A uniform solid sphere of radius R produces a gravitational acceleration ag on its surface. At what distances from the sphere's center is the gravitational acceleration ag/3?
A. R/9 and 9R
B. R/3 and 3R
C. R/√3 and 3R
D. R/3 and √3R
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pse6 13.27
How much energy is required to move a 1000 kg mass from the Earth's surface to an altitude twice the Earth's radius (r = 3RE)?
A. 3.13 GJ
B. 209 MJ
C. 41.7 GJ
D. 6.26 TJ
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PoP5 11.32
How much work is required to move a 625-kg Earth satellite from a circular orbit of radius 2RE to one of radius 3RE?
A. 3.26 GJ
B. 6.52 GJ
C. 9.77 GJ
D. 19.5 GJ
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PoP5 11.26
A spaceship is fired from earth with an initial speed of 20.0 km/s. What will its speed be when it is very far from Earth?
A. 128 m/s
B. 16.6 km/s
C. 8.33 km/s
D. 275 km/s
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PoP5 11.34a
What is the minimum speed, relative to the Sun (MSun = 1.99×1030 kg), necessary for a spacecraft to escape the solar system if it starts at the Earth's orbit (r = 1.50×1011 m)?
A. 42.1 km/s
B. 72.9 km/s
C. 538 km/s
D. 1770 km/s
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PoP5 11.25
What is the maximum radius of an asteroid from which an astronaut can escape by jumping straight upward? The density of the asteroid matches that of the Earth, and on Earth the astronaut can jump 0.500 m upward.
A. 38.4 m
B. 385 m
C. 525 m
D. 1783 m
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PoP5 11.44
A spacecraft of mass 1.00×104 kg is in a circular orbit at an altitude of 500 km above the Earth's surface. How much energy is required to get it into an elliptical orbit with an apogee distance of 2.00×104 km? pop4 figure 11.21
A. 8850 J
B. 1.42×1011 J
C. 1.34×104 J
D. 4.00×108 J
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answer

D. R/3 and √3R

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answer

C. 41.7 GJ
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answer

A. 3.26 GJ
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answer

B. 16.6 km/s
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answer

A. 42.1 km/s
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answer

D. 1783 m
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answer

B. 1.42×1011 J
solution equation