Route from Sandwell to Fenland by car

From: Sandwell, County: West Midlands, England
To: Fenland, County: Cambridgeshire, England
110 mi
1 h 56 min
Fuel consumption:
Fuel cost:
Passengers:



How many miles from Sandwell to Fenland?

How far is from Sandwell to Fenland?


The driving distance between Sandwell and Fenland is 110 miles. Travel time is 1 hour and 56 minutes by car.






110 mi 1 h 56 min
1.
Head south on Hill Top (A4196)
928 ft
2.
Continue onto Black Lake (A4196)
0.3 mi
3.
Continue onto Old Meeting Street (A4196)
0.3 mi
4.
Enter Albion Roundabout and take the 1st exit onto The Expressway (A41)
74 ft
5.
Exit the roundabout onto The Expressway (A41)
1.6 mi
6.
Enter West Bromwich Interchange and take the 1st exit towards M5
67 ft
7.
Exit the roundabout towards M5
1.6 mi
8.
Keep left onto M5
1.9 mi
9.
Merge right onto M6
36.8 mi
10.
Continue towards A14: Felixstowe
18.1 mi
11.
Take the ramp on the left onto A43
0.3 mi
12.
Keep right at the fork
436 ft
13.
Enter Glebe Farm Interchange and take the 1st exit onto A43
17 ft
14.
Exit the roundabout onto A43
1.4 mi
15.
Keep left onto Rockingham Road (A43)
1.4 mi
16.
Enter Barford Bridge Roundabout and take the 2nd exit onto A43
238 ft
17.
Exit the roundabout onto A43
4.1 mi
18.
Enter Eurohub Roundabout and take the 2nd exit onto Stamford Road (A43)
190 ft
19.
Exit the roundabout onto Stamford Road (A43)
0.3 mi
20.
Make a slight right onto Geddington Road Roundabout (A43)
211 ft
21.
Continue onto Stamford Road (A43)
0.3 mi
22.
Continue onto Bangrave Road South (A43)
0.7 mi
23.
Enter the roundabout and take the 2nd exit onto Bangrave Road (A43)
350 ft
24.
Exit the roundabout onto Bangrave Road (A43)
0.3 mi
25.
Enter the roundabout and take the 3rd exit onto Bangrave Road (A43)
370 ft
26.
Exit the roundabout onto Bangrave Road (A43)
0.6 mi
27.
Enter the roundabout and take the 2nd exit onto Stamford Road (A43)
119 ft
28.
Exit the roundabout onto Stamford Road (A43)
0.3 mi
29.
Enter the roundabout and take the 1st exit onto Stamford Road (A43)
106 ft
30.
Exit the roundabout onto Stamford Road (A43)
8.2 mi
31.
Enter Duddington Roundabout and take the 3rd exit onto A47
377 ft
32.
Exit the roundabout onto A47
5.4 mi
33.
Enter Wansford Interchange and take the 2nd exit onto A47
125 ft
34.
Exit the roundabout onto A47
865 ft
35.
Enter Wansford Interchange and take the 2nd exit onto A47
102 ft
36.
Exit the roundabout onto A47
1.6 mi
37.
Enter the roundabout and take the 2nd exit onto A47
117 ft
38.
Exit the roundabout onto A47
7.6 mi
39.
Enter Dogsthorpe Roundabout and take the 2nd exit onto Eye Road (A47)
444 ft
40.
Exit the roundabout onto Eye Road (A47)
0.3 mi
41.
Enter the roundabout and take the 2nd exit onto A47
291 ft
42.
Exit the roundabout onto A47
0.8 mi
43.
Enter the roundabout and take the 2nd exit onto A47
119 ft
44.
Exit the roundabout onto A47
0.8 mi
45.
Enter the roundabout and take the 2nd exit onto A47
102 ft
46.
Exit the roundabout onto A47
2.8 mi
47.
Enter the roundabout and take the 1st exit onto Thorney Bypass (A47)
156 ft
48.
Exit the roundabout onto Thorney Bypass (A47)
0.6 mi
49.
Enter the roundabout and take the 2nd exit onto Thorney Bypass (A47)
228 ft
50.
Exit the roundabout onto Thorney Bypass (A47)
2.2 mi
51.
Enter the roundabout and take the 2nd exit onto A47
202 ft
52.
Exit the roundabout onto A47
5.2 mi
53.
Enter the roundabout and take the 2nd exit onto Isle of Ely Way (A141)
142 ft
54.
Exit the roundabout onto Isle of Ely Way (A141)
106 ft
55.
Go straight onto March Road (A141)
0.7 mi
56.
Continue onto Wisbech Road (A141)
1.5 mi
57.
Turn right
0.3 mi
58.
You have arrived at your destination, on the left
0 ft



How much does it cost to drive from Sandwell to Fenland?

The fuel cost by car depend on several factors such as the distance traveled, the driving conditions (traffic jam, slow driving, normal driving, race driving), fuel consumption of the vehicle, and the current price of fuel.

The trip with petrol fuel costs 19 £. In the above calculation, the petrol price is considered to be 143 pence per liter and the petrol consumption of the car is 37.5 miles per gallon.
For 2 passengers in carpooling, the cost of this trip is 9.5 £ (19/2) per passenger.
For 3 passengers in the car, the cost of this trip is 6.33 £ (19/3) per passenger.
For 4 passengers in the car, the cost of this trip are 4.75 £ (19/4) per passenger.


Fuel cost = (109.58 mi / 37.5 mpg) x 143 pence per liter = 19 £

In more detail, the result is obtained:

Fuel needed = Distance / Car fuel consumption = miles * 4.54609 / carConsumtion = 109.58 mi * 4.54609 / 37.5 mpg = 13.3 liters

Fuel needed = 13.3 lt

Fuel cost = Fuel needed x Price per liter = 13.3 liters x 143 pence per liter = 19 £

Fuel cost from Sandwell to Fenland = 19 £

Why do I multiply miles by 4.54609?

Consumption is measured in miles per gallon. 37.5 mpg means that a car could travel 37.5 miles with a gallon petrol fuel. The price of fuel is in pence per liter. Gallons should be converted to liters so that the final fuel consumption on a trip is in liters. 1 gallon is 4.54609 liters, so multiply by 4.54609.


The trip with diesel fuel costs 12 £. In the above calculation, the diesel price is considered to be 151 pence per liter and the diesel consumption of the car is 62.7 mpg. For only one passenger the cost of the trip is 12 £.
For 2 passengers in carpooling, the cost of this trip is 6 £ (12/2) per passenger.
For 3 passengers in the car, the cost of this trip is 4 £ (12/3) per passenger.
For 4 passengers in the car, the cost of this trip is 3 £ (12/4) per passenger.