Route from Brent to Brighton

The distance between Brent and Brighton is 79 miles. Travel time is 1 hour and 35 minutes.

From: Brent, County: Greater London, England
To: Brighton, County: East Sussex, England
79 mi , 1 h 35 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Brent to Brighton on map



Driving directions from Brent to Brighton

79 mi 1 h 35 min
1.
Head west on Greenhill
289 ft
2.
Turn left onto The Paddocks
845 ft
3.
Turn right onto Forty Lane (A4088)
850 ft
4.
Turn left onto Bridge Road (A4089)
0.4 mi
5.
Turn right onto Wembley Park Drive (A4089)
0.4 mi
6.
Continue onto Park Lane (A4089)
0.4 mi
7.
Turn right onto High Road (A404)
0.4 mi
8.
Continue onto Harrow Road (A404)
0.5 mi
9.
Enter the roundabout and take the 2nd exit onto Allendale Road
250 ft
10.
Exit the roundabout onto Allendale Road
0.3 mi
11.
Turn right onto Whitton Avenue East (A4090)
0.8 mi
12.
Continue onto Whitton Avenue West (A4090)
0.8 mi
13.
Enter the roundabout and take the 1st exit onto Wood End Lane
98 ft
14.
Exit the roundabout onto Wood End Lane
0.2 mi
15.
Continue left onto Mandeville Road (A312)
0.7 mi
16.
Continue onto Church Road (A312)
1203 ft
17.
Enter Target Roundabout and take the 2nd exit onto Church Road (A312)
337 ft
18.
Exit the roundabout onto Church Road (A312)
0.7 mi
19.
Enter White Hart and take the 2nd exit onto The Parkway (A312)
216 ft
20.
Exit the roundabout onto The Parkway (A312)
0.7 mi
21.
Enter the roundabout and take the 2nd exit onto The Parkway (A312)
215 ft
22.
Exit the roundabout onto The Parkway (A312)
2.1 mi
23.
Keep left onto The Parkway (A312)
0.4 mi
24.
Enter Cranford Parkway Interchange and take the 4th exit onto M4
1039 ft
25.
Exit the roundabout onto M4
3 mi
26.
Take exit 4B on the left towards M25 South: Gatwick
0.4 mi
27.
Keep left towards M25 South: Heathrow (Terminal 5)
0.6 mi
28.
Merge left onto M25
29.2 mi
29.
Take the ramp on the left towards M23: Croydon
0.4 mi
30.
Keep right towards M23 (S): Brighton
0.9 mi
31.
Merge right onto M23
5.7 mi
32.
Continue onto M23
8.3 mi
33.
Continue onto A23
7.5 mi
34.
Continue onto London Road (A23)
5.2 mi
35.
Continue onto Dale Hill (A23)
3 mi
36.
Enter Mill Road Roundabout and take the 3rd exit onto Mill Road
301 ft
37.
Exit the roundabout onto Mill Road
1.1 mi
38.
Enter the roundabout and take the 1st exit onto Dyke Road Avenue
16 ft
39.
Exit the roundabout onto Dyke Road Avenue
2.3 mi
40.
Enter the roundabout and take the 3rd exit onto Buckingham Place (A2010)
67 ft
41.
Exit the roundabout onto Buckingham Place (A2010)
1175 ft
42.
Continue onto Terminus Road (A2010)
798 ft
43.
Make a slight right onto Queen's Road (A2010)
924 ft
44.
Turn left onto North Road
301 ft
45.
Turn right onto Spring Gardens
454 ft
46.
Continue onto Portland Street
523 ft
47.
Turn left onto North Street (B2066)
1312 ft
48.
Turn left onto Old Steine (A23)
500 ft
49.
You have arrived at your destination, on the left
0 ft


How much does it cost to drive from Brent to Brighton with petrol?

Let's delve into the expenses of a road trip from Brent to Brighton. The journey using petrol will set you back 13.7 pounds. Now, let's walk through how we arrived at this figure.

Firstly, we consider the price of petrol, which is 144 pence per liter. Next, we take into account the car's fuel consumption rate, which stands at 37.5 miles per gallon.

Now, suppose you're carpooling. If there are two passengers sharing the ride, each person will contribute 6.85 pounds (£13.7 divided by 2). With three passengers, the cost per person drops to around 4.57 pounds (£13.7 divided by 3). And if there are four passengers onboard, each person chips in 3.43 pounds (£13.7 divided by 4).

Let's delve deeper into the calculations. To determine how much fuel is needed for the trip, we rely on the distance and the car's fuel efficiency. The distance between Brent and Brighton is approximately 78.58 miles. So, to cover this distance, the car will require roughly 9.5 liters of petrol. We obtained this value by dividing the distance by the car's fuel consumption rate of 37.5 miles per gallon and then converting it to liters.

Once we have the amount of fuel needed, we calculate the total cost. Multiplying the fuel quantity (9.5 liters) by the price per liter (144 pence) yields 13.7 pounds. Therefore, the fuel cost for the journey from Brent to Brighton is 13.7 pounds.
 

 

Several factors can influence the cost of fuel when driving a car:

  1. Fuel Prices: The cost of fuel itself is a primary determinant of fuel expenses. Fluctuations in global oil prices, local taxes, and market demand can all influence fuel prices.

  2. Fuel Efficiency: The fuel efficiency of the vehicle plays a crucial role in determining fuel costs. Cars with higher fuel efficiency will consume less fuel per mile or kilometer traveled, resulting in lower fuel expenses.

  3. Driving Habits: Personal driving habits, such as aggressive acceleration, speeding, and frequent braking, can significantly impact fuel consumption. Adopting smooth driving practices and maintaining a steady speed can help improve fuel efficiency and reduce costs.

  4. Vehicle Maintenance: Proper maintenance of the vehicle, including regular oil changes, tire rotations, and engine tune-ups, is essential for optimal fuel efficiency. Neglecting maintenance can lead to decreased fuel efficiency and increased fuel costs.

  5. Route Selection: The route taken during driving can affect fuel expenses. Opting for routes with lower speed limits, less traffic congestion, and fewer stops can help improve fuel efficiency and reduce costs compared to congested city routes.

  6. Vehicle Weight: Carrying excess weight in the vehicle, such as unnecessary cargo or roof racks, can increase fuel consumption. Removing unnecessary weight can improve fuel efficiency and lower fuel costs.

Diesel cost from Brent to Brighton.

The trip with diesel fuel costs 9.5 £ (167p/lt, 62.7 mpg).
For 2 passengers: 4.75 £ (9.5/2) /p.
For 3 passengers: 3.17 £ (9.5/3) /p.
For 4 passengers: 2.38 £ (9.5/4) /p.

Alternative routes from Brent to Brighton

The most time-consuming route from Brent to Brighton spans a distance of 70.45 miles and requires a travel time of 1 hour and 48 minutes.

Which is the cheapest route from Brent to Brighton by car?

The cheapest route from Brent to Brighton is the second suggested route (70mi, 1h 48min) and costs 12.3 £ (petrol fuel cost, 144p/lt, 37.5mpg).

The most expensive route from Brent to Brighton is the first suggested route (79mi, 1h 35min) and costs 13.7 £.

For greater safety, the driver should choose the route that passes through the highway (median barrier) and not through smaller roads (curves in the road, bad road conditions, no median barrier).

How to get from Brent to Brighton?

There are two suggested routes. The fastest route is 79mi (distance from Brent to Brighton) and its duration is 1h 35min. The slowest route is 70mi, and its duration is 1h 48min.

RouteCalculator provides you with the information to prepare your trip from Brent to Brighton by car or motorbike. It offers you alternative road routes that you can follow to go from Brent to Brighton. It provides driving directions from Brent to Brighton, i.e. where to turn and when, distance of the Brent - Brighton route, travel time, display of the route on the map, fuel cost (petrol, diesel) and toll (if exist) cost.

In case you share the journey (carpooling) from Brent to Brighton with other people or friends, RouteCalculator provides the cost of the journey and the amount that each passenger will have to pay.

Where is Brent located?

Brent is located in Greater London county and in England. It is situated at an altitude of 63 meters above sea level. Brent has coordinates 51.5672808o,-0.2710568o. RouteCalculator provides a map of Brent from which you can plan your trips to other UK cities.

What is the location of Brighton?

Brighton is located in East Sussex county and in England. It is situated at an altitude of 10 meters above sea level. Brighton has coordinates 50.8225300o,-0.1371630o. RouteCalculator provides a map of Brighton from which you can plan your trips to other UK cities.