- #1
quantum13
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Homework Statement
Let v = 1 / kt
v = m/s
k = 1/m
t = s
v = dx/dt so dx = dt / kt
integrating,
x = ln (kt)/k + C
However the argument of a logarithm is dimensionless. But an integration is a perfectly normal thing to do. So how come this integration results in a dimensional logarithm argument?