Route from Neath to Cambridge by car

The driving distance between Neath and Cambridge is 233 miles. Travel time is 4 hours and 5 minutes by car.

From: Neath, County: Swansea, Wales
To: Cambridge, County: Cambridgeshire, England
233 mi , 4 h 5 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Neath to Cambridge on map



Driving directions from Neath to Cambridge

233 mi 4 h 5 min
1.
Head southwest on The Kingsway
78 ft
2.
Turn right
162 ft
3.
Turn right onto College Street (B4290)
414 ft
4.
Continue onto Welcome Lane
249 ft
5.
Turn right onto The Strand
1194 ft
6.
Turn left onto Quay Parade (A4067)
822 ft
7.
Continue straight to stay on Quay Parade (A483)
661 ft
8.
Continue onto Fabian Way (A483)
3.3 mi
9.
Continue straight to stay on Fabian Way (A483)
769 ft
10.
Keep left onto Fabian Way (A483)
1.2 mi
11.
Take the ramp on the left onto M4
0.9 mi
12.
Take the ramp on the left onto M4
0.4 mi
13.
Keep left onto A465
8.1 mi
14.
Enter the roundabout and take the 2nd exit onto A465
296 ft
15.
Exit the roundabout onto A465
3 mi
16.
Enter the roundabout and take the 2nd exit onto Heads of the Valleys Road (A465)
156 ft
17.
Exit the roundabout onto Heads of the Valleys Road (A465)
5.9 mi
18.
Enter the roundabout and take the 2nd exit onto Heads of the Valleys Road (A465)
192 ft
19.
Exit the roundabout onto Heads of the Valleys Road (A465)
1.6 mi
20.
Make a sharp right onto A465
0.2 mi
21.
Enter the roundabout and take the 1st exit onto A465
45 ft
22.
Exit the roundabout onto A465
639 ft
23.
Enter the roundabout and take the 1st exit onto A465
185 ft
24.
Exit the roundabout onto A465
3.6 mi
25.
Enter the roundabout and take the 2nd exit onto Heads of the Valleys Road (A465)
215 ft
26.
Exit the roundabout onto Heads of the Valleys Road (A465)
868 ft
27.
Enter the roundabout and take the 2nd exit
37 ft
28.
Exit the roundabout
73 ft
29.
Continue onto Heads of the Valleys Road (A465)
0.4 mi
30.
Continue straight onto Heads of the Valleys Road (A465)
1.5 mi
31.
Enter the roundabout and take the 3rd exit onto Heads of the Valleys Road (A465)
137 ft
32.
Exit the roundabout onto Heads of the Valleys Road (A465)
1.3 mi
33.
Enter the roundabout and take the 1st exit
40 ft
34.
Exit the roundabout
306 ft
35.
Enter the roundabout and take the 2nd exit onto Heads of the Valleys Road (A465)
199 ft
36.
Exit the roundabout onto Heads of the Valleys Road (A465)
15.8 mi
37.
Enter the roundabout and take the 3rd exit onto A40
276 ft
38.
Exit the roundabout onto A40
428 ft
39.
Keep right onto A40
7.7 mi
40.
Enter the roundabout and take the 2nd exit onto A40
175 ft
41.
Exit the roundabout onto A40
0.3 mi
42.
Continue onto A40
0.6 mi
43.
Keep left onto A40
7.2 mi
44.
Enter the roundabout and take the 2nd exit onto A40
212 ft
45.
Exit the roundabout onto A40
9 mi
46.
Enter Wilton Roundabout and take the 2nd exit onto A40
228 ft
47.
Exit the roundabout onto A40
1.4 mi
48.
Enter the roundabout and take the 2nd exit onto A449
190 ft
49.
Exit the roundabout onto A449
0.5 mi
50.
Enter Travellers Rest and take the 3rd exit onto M50
441 ft
51.
Exit the roundabout onto M50
21.4 mi
52.
Enter Strensham Interchange and take the 1st exit
74 ft
53.
Exit the roundabout
0.4 mi
54.
Keep right at the fork
0.3 mi
55.
Merge right onto M5
22 mi
56.
Take the ramp on the left towards The NORTH EAST (M1)
11.6 mi
57.
Keep left towards The NORTH
11.2 mi
58.
Take exit 7A on the left towards M6: London
0.9 mi
59.
Merge right onto M6
24.4 mi
60.
Continue towards A14: Felixstowe
58.2 mi
61.
Keep right at the fork
0.3 mi
62.
Continue onto M11
3 mi
63.
Take the ramp on the left towards A603: Cambridge
0.4 mi
64.
Enter Haggis Farm Interchange and take the 1st exit onto A603
76 ft
65.
Exit the roundabout onto A603
1.7 mi
66.
Enter the roundabout and take the 2nd exit onto The Fen Causeway (A1134)
193 ft
67.
Exit the roundabout onto The Fen Causeway (A1134)
0.4 mi
68.
Turn left onto Trumpington Road (A603)
183 ft
69.
Turn right onto Lensfield Road (A603)
0.3 mi
70.
Continue onto Gonville Place (A603)
0.3 mi
71.
Turn left onto Parkside
1036 ft
72.
Continue onto Parker Street
737 ft
73.
Continue slightly left onto Emmanuel Street
479 ft
74.
Turn right onto Saint Andrew's Street
551 ft
75.
You have arrived at your destination
0 ft


How much does it cost to drive from Neath to Cambridge?

The trip with petrol fuel costs 40.4 £. In the above calculation, the petrol price is considered to be 143 pence per liter and the petrol consumption of the car is miles per gallon.
For 2 passengers in carpooling, the cost of this trip is 20.2 £ (40.4/2) per passenger.
For 3 passengers in the car, the cost of this trip is 13.47 £ (40.4/3) per passenger.
For 4 passengers in the car, the cost of this trip are 10.1 £ (40.4/4) per passenger.


Fuel cost = (232.95 mi / mpg) x 143 pence per liter = 40.4 £

In more detail, the result is obtained:

Fuel needed = Distance / Car fuel consumption = miles * 4.54609 / carConsumtion = 232.95 mi * 4.54609 / mpg = 28.2 liters

Fuel needed = 28.2 lt

Fuel cost = Fuel needed x Price per liter = 28.2 liters x 143 pence per liter = 40.4 £

Fuel cost from Neath to Cambridge = 40.4 £

 

Things that affect car fuel consumption:

Fuel consumption increases with aggressive driving habits including speeding, accelerating, and braking.

Vehicle Maintenance: Oil changes, tyre rotations and engine tune-ups maximise fuel economy. Neglecting maintenance reduces fuel efficiency and increases consumption.

Poor tyre inflation increases rolling resistance and fuel consumption. Proper tyre pressure improves fuel economy.

Air conditioning use increases engine load and fuel consumption, especially in stop-and-go traffic or city travel. AC usage can be reduced to save fuel.

Diesel cost from Neath to Cambridge.

The trip with diesel fuel costs 25.5 £ (151p/lt, 62.7 mpg).
For 2 passengers: 12.75 £ (25.5/2) /p.
For 3 passengers: 8.5 £ (25.5/3) /p.
For 4 passengers: 6.38 £ (25.5/4) /p.

Alternative routes from Neath to Cambridge

The second route from Neath to the Cambridge is 224.64 miles and takes 4 hours and 8 minutes.

The third route from Neath to the Cambridge is 217.57 miles and takes 4 hours and 19 minutes.