How much gasoline does a car consume for 408 km, if it consumes 4 liters for 24 km?

Solving the problem through the distance ratio.

Let’s determine how many times 408 km is more than 24 km.

To do this, we divide 408 km by 24 km.

We get:

408/24 = 17 times.

From this calculation it follows that with an equal fuel consumption per 1 km of track, the car will spend 17 times more gasoline.

We get:

4 * 17 = 68 liters.

The solution is through gas mileage.

Determine how many liters of gasoline is required per 1 km.

We divide 4 liters by 24 km.

We get:

4/24 = 1/6 l.

We find the required amount for 408 km.

408 * 1/6 = 408/6 = 68 liters.

Answer: 68 liters.