A particle of rest mass 0 moves with a speed of 0.9. Calculate its relativistic mass and momentum.
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Answer:
We assume that the clock is at rest in S
0
. As observed by stationary observers in S, the clock moves in the
positive x-direction with speed v. Text Eq. (1.30):
t = γ
t
0 +
vx0
c
2
(1)
relates the time t measured in S with the time t
0 measured in S
0 where
γ =
1
p
1 − β
2
(2)
and
β = v/c (3)
Let ∆t
0 be a time interval measured by an observer at rest in S
0
. (∆t
0
is a proper time. ∆t
0
is measured
when ∆x
0 = 0.)
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