10. (15 points) The figure shows the fuel consumption per 100 kilometers of four different types of cars: $U, V, W, X$. If each car has 50 liters of fuel, what is the maximum total distance that these four cars can travel in kilometers?
【Analysis】According to the information provided by the statistical chart, we can see the fuel consumption per 100 kilometers for each type of car. By dividing 50 (liters) by the fuel consumption per 100 kilometers (liters) for each type of car, we can get the distance each car can travel. Adding up the distances traveled by the four cars will give us the total distance.

【Solution】Solution: $(50 \div 20+50 \div 25+50 \div 5+50 \div 10) \times 100$
$$
\begin{array}{l}
=(2.5+2+10+5) \times 100 \\
=19.5 \times 100 \\
=1950 \text { (km) }
\end{array}
$$

Answer: The total maximum distance that these four cars can travel is 1950 kilometers.