Route from Fareham to Cannock Chase by car

The driving distance between Fareham and Cannock Chase is 168 miles. Travel time is 2 hours and 52 minutes by car.

From: Fareham, County: Hampshire, England
To: Cannock Chase, County: Staffordshire, England
168 mi , 2 h 52 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Fareham to Cannock Chase on map



Driving directions from Fareham to Cannock Chase

168 mi 2 h 52 min
1.
Head west on New Road
178 ft
2.
Turn left to stay on New Road
211 ft
3.
Turn left onto Gordon Road
827 ft
4.
Turn right onto Trinity Street
26 ft
5.
Turn left onto Osborn Road
859 ft
6.
Turn left onto Harrison Road
549 ft
7.
Turn right onto Southampton Road
1112 ft
8.
Enter the roundabout and take the 2nd exit onto Wallington Way (A32)
75 ft
9.
Exit the roundabout onto Wallington Way (A32)
526 ft
10.
Enter the roundabout and take the 2nd exit onto Wallington Way (A32)
98 ft
11.
Exit the roundabout onto Wallington Way (A32)
0.3 mi
12.
Enter Delme Roundabout and take the 2nd exit onto A27
226 ft
13.
Exit the roundabout onto A27
487 ft
14.
Keep right onto A27
0.5 mi
15.
Enter Wallington Roundabout and take the 1st exit onto M27
36 ft
16.
Exit the roundabout onto M27
13.6 mi
17.
Take the ramp on the left towards M3
10.1 mi
18.
Take the ramp on the left towards A34
1252 ft
19.
Enter Winnall Interchange and take the 2nd exit onto Winchester Bypass (A34)
338 ft
20.
Exit the roundabout onto Winchester Bypass (A34)
62 mi
21.
Enter Wendlebury Interchange and take the 1st exit towards M40: Northampton
109 ft
22.
Exit the roundabout towards M40: Northampton
44.4 mi
23.
Take exit 3A on the left towards M42 North: Birmingham (E
15.2 mi
24.
Keep right onto M6 Toll
13.9 mi
25.
Take the ramp on the left
0.9 mi
26.
Enter the roundabout and take the 2nd exit onto Burntwood Way (A5195)
253 ft
27.
Exit the roundabout onto Burntwood Way (A5195)
1 mi
28.
Enter the roundabout and take the 1st exit onto A5190
97 ft
29.
Exit the roundabout onto A5190
0.7 mi
30.
Enter the roundabout and take the 3rd exit onto Cannock Road
254 ft
31.
Exit the roundabout onto Cannock Road
448 ft
32.
Enter the roundabout and take the 1st exit onto Stables Way
24 ft
33.
Exit the roundabout onto Stables Way
0.5 mi
34.
Enter the roundabout and take the 1st exit
89 ft
35.
Exit the roundabout
0.5 mi
36.
Continue onto Sevens Road
0.6 mi
37.
Continue onto Cannock Wood Road
0.5 mi
38.
Turn left onto Littleworth Road
0.3 mi
39.
Turn right onto Rawnsley Road
0.9 mi
40.
Turn right
234 ft
41.
You have arrived at your destination, straight ahead
0 ft


If you were to travel from Fareham to Cannock Chase, how much would it charge you?

A trip with petrol gasoline will cost you 29.1 pounds. According to the figure presented above, the price of petrol corresponds to 143 pence per litre, and the amount of petrol that the vehicle consumes is equivalent to miles per gallon.
Through carpooling, the cost of this trip is 14.55 pounds for each of the two passengers.
When there are three people in the automobile, the cost of this trip is 9.7 pounds (29.1/3) for each individual passenger.
This trip will cost you 7.28 pounds for each of the four people who are travelling in the automobile.


The cost of fuel is equal to (167.92 miles / miles per gallon) multiplied by 143 pence a litre, which is 29.1 pounds.

A more in-depth explanation of the result is as follows:

Fuel usage is miles multiplied by 4.54609 divided by the distance travelled by the vehicle.Consumption is 167.92 miles multiplied by 4.54609 divided by miles per gallon, which equals 20.4 litres

It takes 20.4 litres of fuel.

The cost of fuel is equal to the amount of fuel required multiplied by the price per litre, which is 20.4 litres multiplied by 143 pence a litre, which is 29.1 pounds.

The cost of fuel from Fareham to Cannock Chase is 29.1 pounds.
 

 

One thing that can affect car fuel consumption is tire air pressure for the following reasons:

  1. Rolling Resistance: Properly inflated tires have less rolling resistance, meaning they require less energy to keep the vehicle moving. This reduces the workload on the engine and improves fuel efficiency. On the other hand, under-inflated tires increase rolling resistance, forcing the engine to work harder and consuming more fuel.

  2. Optimal Performance: Tires that are inflated to the manufacturer's recommended pressure level ensure optimal performance and fuel efficiency. Deviating from this recommended pressure level, either by under-inflating or over-inflating the tires, can lead to decreased fuel efficiency.

  3. Tire Wear: Improper tire inflation can cause uneven tire wear, which can further increase rolling resistance and fuel consumption. Regularly checking and maintaining proper tire pressure can help prevent premature tire wear and maintain fuel efficiency.

  4. Handling and Stability: Properly inflated tires also contribute to better handling and stability, especially during cornering and braking. This can lead to smoother driving, which in turn can help improve fuel efficiency by reducing the need for sudden acceleration or braking maneuvers.

  5. Environmental Impact: Maintaining proper tire pressure is not only beneficial for fuel efficiency but also reduces tire wear and extends tire life. This helps reduce the environmental impact associated with tire disposal and manufacturing, contributing to overall sustainability.

Overall, maintaining proper tire air pressure is essential for optimal fuel efficiency, vehicle performance, and safety. Regularly checking and adjusting tire pressure according to the manufacturer's recommendations can help drivers save fuel and reduce their environmental footprint.

Diesel cost from Fareham to Cannock Chase.

The trip with diesel fuel costs 18.4 £ (151p/lt, 62.7 mpg).
For 2 passengers: 9.2 £ (18.4/2) /p.
For 3 passengers: 6.13 £ (18.4/3) /p.
For 4 passengers: 4.6 £ (18.4/4) /p.

Alternative routes from Fareham to Cannock Chase

The second route from Fareham to the Cannock Chase is 172.75 miles and takes 2 hours and 60 minutes.

The third route from Fareham to the Cannock Chase is 159.48 miles and takes 3 hours and 16 minutes.