How far can you travel with 3.7 gallons of gas?
A. 55.2 miles
B. 59.2 miles
C. 62.4 miles
D. 66.4 miles
The Correct Answer and Explanation is :
To find how far you can travel with 3.7 gallons of gas, we need to know the fuel efficiency, which is typically measured in miles per gallon (mpg). However, this information is missing from the question, so let’s use a step-by-step process to infer it.
- Step 1: Understand the choices.
- The distances provided are: 55.2 miles, 59.2 miles, 62.4 miles, and 66.4 miles.
- Since these options reflect the result of multiplying the fuel efficiency (in miles per gallon) by 3.7 gallons of gas, we can reverse-engineer the possible mpg values.
- Step 2: Calculate the miles per gallon for each option.
- For 55.2 miles, the mpg would be ( \frac{55.2}{3.7} \approx 14.92 ) miles per gallon.
- For 59.2 miles, the mpg would be ( \frac{59.2}{3.7} \approx 16.00 ) miles per gallon.
- For 62.4 miles, the mpg would be ( \frac{62.4}{3.7} \approx 16.86 ) miles per gallon.
- For 66.4 miles, the mpg would be ( \frac{66.4}{3.7} \approx 17.95 ) miles per gallon.
- Step 3: Identify a realistic fuel efficiency.
- Fuel efficiency varies based on the type of vehicle. For example, compact cars typically get around 25-30 mpg, while SUVs might get 15-20 mpg.
- The fuel efficiency from the options ranges from 14.92 to 17.95 mpg. Given that 15-18 mpg is a common range for less fuel-efficient vehicles like older models, larger cars, or trucks, it seems plausible that one of these choices fits.
- Conclusion:
The correct answer is D. 66.4 miles, as it corresponds to a fuel efficiency of 17.95 mpg, a reasonable value for many vehicles.