# Question #65c11

See below. I assumed the problem $v = a t + \frac{b}{c + t}$.
1)The dimension of a is equal to $\frac{\dim v}{\dim t} = \frac{L {T}^{-} 1}{T} = \left[L {T}^{-} 2\right]$
2)c has a dimension equal to time is $\left[T\right]$
3)b has a dimension equal to $\left(\dim v\right) \left(\dim t\right) = \left[L\right]$