Electric Field-Dimension Analysis

[Arman777]

Homework Statement

there's a rod and charge density $λ$ is a function of $x$, so simply $λ(x)=bx$ and b is a constant.Find the dimension of $b$
and Find the total charge If the length of rod is L

Homework Equations

Dimension Analysis equataion

The Attempt at a Solution

[/B]I am thinking like rod is 1 dimensional object so the dimension of b will be $\frac {C} {m^2}$ and total charge of rod will be,
$Q=\int_0^L λ(x) \, dx$ and from that $Q=\frac {bL^2} {2}$

Is this true ?

 

[kuruman]

You are correct.

 

[Arman777]

Ok thanks