p05_046.pdf
(
84 KB
)
Pobierz
Chapter 5 - 5.46
46. We write the length unit light-month as
c
·
month in this solution.
(a) The magnitude of the required acceleration is given by
a
=
∆
v
∆
t
=
10
8
m
/
s)
(3
.
0days)(86400s
/
day)
=1
.
2
×
×
10
2
m
/
s
2
.
(b) The acceleration in terms of
g
is
a
=
a
g
g
=
1
.
2
10
2
m
/
s
2
9
.
8m
/
s
2
g
=12
g.
(c) The force needed is
F
=
ma
=
1
.
20
×
10
6
1
.
2
×
10
2
=1
.
4
×
10
8
N
.
month during one month. The time it takes for the
spaceship to travel at constant speed for 5
.
0light-months is
·
t
=
d
v
=
5
.
0c
months
0
.
1
c
=50months
which is about 4
.
2years.
(0
.
10)(3
.
0
×
(d) The spaceship will travel a distance
d
=0
.
1
c
·
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