The Cost of a Trip Between Affton, Missouri and Hazelwood, Missouri: Navigating Current Gas Prices
Introduction
When planning a trip, one key factor to consider is the cost of gas. As gas prices fluctuate, it becomes essential to evaluate various routes and their associated costs. In this article, we will explore the cost of a trip between Affton, Missouri and Hazelwood, Missouri, taking into account the current gas prices. By examining different routes, we aim to provide readers with valuable insights on the most cost-effective and efficient way to reach their destination.
Route 1: Taking I-270 N
Distance: 20 miles Gas Price: $2.85 per gallon
The most direct route between Affton and Hazelwood is via I-270 N. This highway connects both cities, making it a popular choice for many travelers. The total distance via this route is 20 miles, which can be covered in approximately 30 minutes, depending on traffic conditions.
To calculate the cost of this trip based on the current gas prices, we need to consider the average mileage of the vehicle. Let's assume an average gas mileage of 25 miles per gallon. With a gas price of $2.85 per gallon, the total cost for this trip would be calculated as follows:
Cost of gas per mile = Gas price / Average gas mileage per gallon Cost of trip = Distance * Cost of gas per mile
Cost of gas per mile = $2.85 / 25 = $0.114 per mile Cost of trip = 20 * $0.114 = $2.28
Thus, the cost of a trip from Affton to Hazelwood via I-270 N, based on current gas prices, would be approximately $2.28.
Route 2: Taking Gravois Rd and I-170 N
Distance: 17 miles Gas Price: $2.95 per gallon
Another route worth considering is the one that involves taking Gravois Rd and I-170 N. While slightly shorter than Route 1, this route still provides a direct path between Affton and Hazelwood. The total distance using this route is 17 miles, which can typically be covered in approximately 25 minutes, depending on traffic conditions.
To determine the cost of this trip based on the current gas prices, we follow the same calculation method as above:
Cost of gas per mile = $2.95 / 25 = $0.118 per mile Cost of trip = 17 * $0.118 = $2.01
Therefore, the cost of a trip from Affton to Hazelwood via Gravois Rd and I-170 N, based on current gas prices, would be approximately $2.01.
Route 3: Taking Watson Rd and I-270 N
Distance: 21 miles Gas Price: $2.80 per gallon
An alternative option for traveling from Affton to Hazelwood is to take Watson Rd and I-270 N. This route adds a few extra miles to the journey, with a total distance of 21 miles. However, it might offer advantages in terms of traffic flow or road conditions. Travel time would be similar to that of Route 1, taking approximately 30 minutes.
Calculating the cost of this trip based on the current gas prices:
Cost of gas per mile = $2.80 / 25 = $0.112 per mile Cost of trip = 21 * $0.112 = $2.35
Hence, the cost of a trip from Affton to Hazelwood via Watson Rd and I-270 N, based on current gas prices, would be approximately $2.35.
Route Recommendation
After evaluating the different route options and their associated costs, based on current gas prices, we can conclude that Route 2, utilizing Gravois Rd and I-170 N, offers the most cost-effective choice for travelers. Not only does it come with a lower total cost of approximately $2.01, but it also covers a slightly shorter distance compared to the other options.
Conclusion
In summary, the cost of a trip between Affton, Missouri and Hazelwood, Missouri greatly depends on the chosen route and the current gas prices. After examining three possible routes, considering their distances and the prevailing gas prices, we recommend taking Route 2 via Gravois Rd and I-170 N. This option, with a total cost of approximately $2.01, provides a cost-effective and efficient way to reach your destination.
Embarking on this journey, which spans 17 miles, you can expect to arrive in Hazelwood in around 25 minutes, assuming normal traffic conditions. Always remember to consider factors such as traffic patterns and weather conditions when planning your trip, as these can impact travel time and cost.
Safe travels!