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Mathematics
Problem
A particle has velocity
v
(
t
)
=
⟨
t
−
1
,
2
t
−
2
⟩
\mathbf v(t)=\langle t-1,\,2t-2\rangle
v
(
t
)
=
⟨
t
−
1
,
2
t
−
2
⟩
for
t
≥
0
t\ge0
t
≥
0
and is at the origin when
t
=
0
t=0
t
=
0
. What is the total distance the particle travels from
t
=
0
t=0
t
=
0
until it first comes to rest? a)
5
\sqrt5
5
b)
5
2
\dfrac{\sqrt5}{2}
2
5
c)
5
3
\dfrac{5}{3}
3
5
d)
5
4
\dfrac{\sqrt5}{4}
4
5
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