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Physics
Physics
Problem
Which of the following gives the correct mathematical expression for average velocity
v
avg
v_{\text{avg}}
v
avg
of a particle moving from position
x
i
x_i
x
i
to
x
f
x_f
x
f
in time
Δ
t
\Delta t
Δ
t
? a)
v
avg
=
∣
Δ
x
∣
Δ
t
v_{\text{avg}}=\dfrac{|\Delta x|}{\Delta t}
v
avg
=
Δ
t
∣Δ
x
∣
b)
v
avg
=
x
f
+
x
i
2
Δ
t
v_{\text{avg}}=\dfrac{x_f+x_i}{2\,\Delta t}
v
avg
=
2
Δ
t
x
f
+
x
i
c)
v
avg
=
Δ
x
Δ
t
v_{\text{avg}}=\dfrac{\Delta x}{\Delta t}
v
avg
=
Δ
t
Δ
x
d)
v
avg
=
distance travelled
Δ
t
v_{\text{avg}}=\dfrac{\text{distance travelled}}{\Delta t}
v
avg
=
Δ
t
distance travelled
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