The Cost of a Trip Between Bloomingdale, Illinois and Pingree Grove, Illinois

Traveling between Bloomingdale and Pingree Grove is a journey that takes one through various scenic routes. Regardless of the travel method used, one must consider the cost of the trip. One of the significant culprits of trip expenditures is gas prices. The article seeks to discuss the cost of a trip between Bloomingdale and Pingree Grove, depending on the possible travel routes.

Possible Travel Routes

While planning for travel between Bloomingdale and Pingree Grove, the following possible travel routes are worth considering:

Route 1: Via IL-59 N

This is one of the most direct routes covering a distance of about 22.2 miles. The route takes the blooming dale visitors to various towns in Illinois, including Streamwood and Bartlett, before reaching Pingree Grove. The travel time is approximately 30 minutes, depending on the speed and traffic on the road. The cost of the trip is directly proportional, given that the longer the journey, the higher the cost.

Route 2: Via US-20 W

Traveling via US-20 W involves covering a distance of around 24.3 miles. The route passes through Hoffman Estates, Barrington Hills, and Hampshire, among other towns, before reaching Pingree Grove. Unlike Route 1, the estimated travel time is approximately 35 minutes. However, the cost of traveling using this route may vary since various gas stations serve the area, each with different fuel prices.

Route 3: Via West Bartlett Road

Though a longer route, the West Bartlett Road offers a scenic view of Illinois's magnificent forests and hillsides. The route covers approximately 27.9 miles, and the estimated time of travel is approximately 35 minutes. On a lucky day, the travel time could be shorter, depending on traffic on the route. The fuel costs may differ, depending on the gas stations used along the way.

Route 4: Via IL-25 S

Unlike the other routes, traveling via IL-25 S offers riders an alternative to Illinois's cityscapes and busy towns. The distance covered is approximately 30.4 miles, and the estimated travel time is about 40 minutes. Since the route is longer than the others, the fuel costs may be higher than Route 1 and 2.

The Cost of the Trip

The cost of fuel varies depending on various factors such as location and travel season. As of January 2021, the average price of regular gas in Illinois was around $2.30 per gallon. This means that for a vehicle with a gas tank capacity of 14 gallons, the fuel spending for each route would be as follows:

Route 1:

The distance covered is approximately 22.2 miles Average fuel consumption of a car with 14 gallons gas tank: 27.4 miles/gallon Total gas needed for the journey: 22.2/27.4 = 0.81 gallons. Total fuel costs: 0.81*2.30 (average price of gas) = $1.86

Route 2:

The distance covered is approximately 24.3 miles Average fuel consumption of the car with 14 gallons tank: 27.4 miles/gallon Total gas needed for the journey: 24.3/27.4 = 0.89 gallons. Total fuel costs: 0.89*2.30 (average price of gas) = $2.05

Route 3:

The distance covered is approximately 27.9 miles Average fuel consumption of the car with 14 gallons tank: 27.4 miles/gallon Total gas needed for the journey: 27.9/27.4 = 1.02 gallons. Total fuel costs: 1.02*2.30 (average price of gas) = $2.35

Route 4:

The distance covered is approximately 30.4 miles. Average fuel consumption of a car with 14-gallon tank: 27.4 miles/gallon Total gas needed for the journey: 30.4/27.4 = 1.11 gallons. Total fuel costs: 1.11*2.30 (average price of gas) = $2.55

Which Route is the Best?

The best route for traveling from Bloomingdale to Pingree Grove via IL-59 N is route 1. The travel distance is shorter, the estimated travel time is shorter than other routes, and the cost is also lower than the other routes.

Conclusion

Traveling from Bloomingdale to Pingree Grove is an exciting experience. With different routes to choose from, it is essential to consider the cost of travel, particularly due to gas prices. Traveling via Route 1 is the best option for Bloomingdale visitors due to its shorter distance, estimated travel time, and lower fuel costs.