Route from Hertsmere to Barking and Dagenham by car

The driving distance between Hertsmere and Barking and Dagenham is 27.9 miles. Travel time is 42 minutes by car.

From: Hertsmere, County: Hertfordshire, England
To: Barking and Dagenham, County: Greater London, England
27.9 mi , 42 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Hertsmere to Barking and Dagenham on map



Driving directions from Hertsmere to Barking and Dagenham

27.9 mi 42 min
1.
Head northeast on Butterfly Lane
488 ft
2.
Turn right onto Watling Street (A5183)
1 mi
3.
Continue onto Elstree Hill North (A5183)
0.3 mi
4.
Continue onto High Street (A5183)
0.3 mi
5.
Continue onto Elstree Hill South (A5183)
0.3 mi
6.
Enter Elstree Hill South and take the 1st exit onto Elstree Hill South (A5183)
37 ft
7.
Exit the roundabout onto Elstree Hill South (A5183)
609 ft
8.
Enter Brockley Hill Roundabout and take the 1st exit onto Watford By-Pass (A41)
40 ft
9.
Exit the roundabout onto Watford By-Pass (A41)
850 ft
10.
Continue onto Watford By-pass (A41)
0.9 mi
11.
Keep left onto Watford By-pass (A41)
1.5 mi
12.
Enter Apex Corner and take the 2nd exit onto A1
275 ft
13.
Exit the roundabout onto A1
0.5 mi
14.
Enter Mill Hill Circus and take the 2nd exit onto Watford Way (A1)
170 ft
15.
Exit the roundabout onto Watford Way (A1)
1.2 mi
16.
Keep left onto Great North Way (A1)
1.6 mi
17.
Merge right onto North Circular Road (A406)
0.3 mi
18.
Keep left onto North Circular Road (A406)
3 mi
19.
Continue onto Pinkham Way (A406)
845 ft
20.
Continue onto Telford Road (A406)
0.4 mi
21.
Continue right onto Bowes Road
0.8 mi
22.
Continue onto North Circular Road (A406)
0.5 mi
23.
Continue onto Sterling Way (A406)
1.5 mi
24.
Continue onto North Circular Road (A406)
901 ft
25.
Continue onto Angel Road (A406)
0.6 mi
26.
Continue onto North Circular Road (A406)
929 ft
27.
Continue onto Lea Valley Viaduct (A406)
0.5 mi
28.
Continue onto Walthamstow Avenue (A406)
0.7 mi
29.
Continue onto North Circular Road (A406)
7.8 mi
30.
Take the ramp on the left onto North Circular Road (A406)
936 ft
31.
Keep right onto A13
390 ft
32.
Merge right onto Alfred's Way (A13)
1.3 mi
33.
Take the ramp on the left towards Romford
876 ft
34.
Turn left onto Ripple Road (A123)
246 ft
35.
Keep left onto Lodge Avenue (A1153)
0.6 mi
36.
Turn right onto Porters Avenue (A1153)
0.7 mi
37.
Turn right onto Wren Road
701 ft
38.
You have arrived at your destination, on the right
0 ft


If you were to travel from Hertsmere to Barking and Dagenham, how much would it charge you?

A trip with petrol gasoline will cost you 4.8 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 2.4 pounds for each of the two passengers.
When there are three people in the automobile, the cost of this trip is 1.6 pounds (4.8/3) for each individual passenger.
This trip will cost you 1.2 pounds for each of the four people who are travelling in the automobile.


The cost of fuel is equal to (27.95 miles / miles per gallon) multiplied by 143 pence a litre, which is 4.8 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 27.95 miles multiplied by 4.54609 divided by miles per gallon, which equals 3.4 litres

It takes 3.4 litres of fuel.

The cost of fuel is equal to the amount of fuel required multiplied by the price per litre, which is 3.4 litres multiplied by 143 pence a litre, which is 4.8 pounds.

The cost of fuel from Hertsmere to Barking and Dagenham is 4.8 pounds.
 

Diesel cost from Hertsmere to Barking and Dagenham.

The trip with diesel fuel costs 3.1 £ (151p/lt, 62.7 mpg).
For 2 passengers: 1.55 £ (3.1/2) /p.
For 3 passengers: 1.03 £ (3.1/3) /p.
For 4 passengers: 0.78 £ (3.1/4) /p.

Alternative routes from Hertsmere to Barking and Dagenham

The most time-consuming route from Hertsmere to Barking and Dagenham spans a distance of 31.87 miles and requires a travel time of 46 minutes.