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Physics
Physics
Problem
A particle moves such that its velocity
v
v
v
versus time
t
t
t
graph is a semi-circle given by the equation
v
=
25
−
t
2
v = \sqrt{25 - t^{2}}
v
=
25
−
t
2
for
t
∈
[
0
,
5
]
t \in [0, 5]
t
∈
[
0
,
5
]
, where
v
v
v
is in
m/s
\text{m/s}
m/s
and
t
t
t
is in seconds. Find the average acceleration of the particle over the interval
t
=
0
t = 0
t
=
0
to
t
=
5
s
t = 5\,\text{s}
t
=
5
s
.
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