the Lehman's minivan requires 5 gallons of gasoline to travel 120 miles. How much gasoline will they need for a 350 mile trip
350 mi * (5 gal /120 mi) = 14.6 gal
To determine how much gasoline the Lehman's minivan will need for the 350-mile trip, you can use a proportion to find the equivalent amount of gasoline for the given distance.
Let's set up the proportion:
(5 gallons / 120 miles) = (x gallons / 350 miles)
Now, we can cross multiply and solve for x:
5 * 350 = 120 * x
1750 = 120x
Dividing both sides by 120:
1750 / 120 = x
Approximately,
x ≈ 14.58333 gallons
Therefore, the Lehman's minivan will need approximately 14.58333 gallons of gasoline for the 350-mile trip.
To determine how much gasoline the Lehman's minivan will need for a 350 mile trip, we can set up a proportion based on the given information.
Given:
- The minivan requires 5 gallons of gasoline to travel 120 miles.
Let's assume x represents the unknown amount of gasoline required for a 350 mile trip.
We can set up a proportion using the ratio of gasoline to distance traveled:
5 gallons / 120 miles = x gallons / 350 miles
To solve for x, we can cross-multiply and solve the equation:
5 * 350 = 120 * x
1750 = 120x
Dividing both sides by 120:
1750 / 120 = x
x ≈ 14.58
Therefore, the Lehman's minivan will need approximately 14.58 gallons of gasoline for a 350 mile trip.