Prove that weight of an object on moon is one-sixth of the weight measured on earth. Given mass of earth is 5.98 x1024 kg and radius of earth is 6x106 m and mass of moon is 7.36x1022 kg and radius of moon is 1.7x10 6 m.
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2
Answer:
2.025
⋅
10
20
,
0.002759
Explanation:
a)
F
=
G
(
m
1
)
(
m
2
)
r
2
F
=
(
6.67300
×
10
−
11
)
(
7.34
⋅
10
22
k
g
)
5.97
⋅
10
24
k
g
(
3.8
⋅
10
8
m
)
2
=
2.025
⋅
10
20
b) The field is just G(m)/r^2
(
6.67300
⋅
10
−
11
)
5.97
⋅
10
24
k
g
(
3.8
⋅
10
8
m
)
2
=
0.002759
Explanation:
this is another question i've done with different numbers but method and conecpt is same
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