Let $r$ denote the number of red cars and $w$ denote the number of white cars. We set up a system to solve: \begin{align*}
w+r&=75 \\
w&=3+2r.
\end{align*} Substituting the second equation into the first to eliminate $w$ gives $3+3r=75$, so $r=24$ and $w=75-24=\boxed{51}$ cars are white.
Each car in a rental fleet is either red or white, and there are 75 cars total. There are three more white than twice the number of red cars. How many cars are white?
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