Route from Hull to Ipswich

The distance between Hull and Ipswich is 197 miles. Travel time is 3 hours and 26 minutes.

From: Hull, County: East Riding of Yorkshire, England
To: Ipswich, County: Suffolk, England
197 mi , 3 h 26 min
Tolls: Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Hull to Ipswich on map



Driving directions from Hull to Ipswich

197 mi 3 h 26 min
1.
Head northeast on Dock Street
233 ft
2.
Turn left onto Grimston Street
191 ft
3.
Turn right onto George Street
453 ft
4.
Turn right onto Wilberforce Drive
637 ft
5.
Continue onto Lowgate
1167 ft
6.
Turn left onto Liberty Lane
358 ft
7.
Turn right onto High Street
745 ft
8.
Continue onto Humber Street
472 ft
9.
Turn right onto Queen Street
350 ft
10.
Turn left onto Castle Street (A63)
0.4 mi
11.
Continue onto Hessle Road (A63)
0.4 mi
12.
Continue onto Clive Sullivan Way (A63)
5.3 mi
13.
Take the ramp on the left
714 ft
14.
Turn left onto A15
0.4 mi
15.
Enter the roundabout and take the 2nd exit onto Ferriby Road
411 ft
16.
Exit the roundabout onto Ferriby Road
0.4 mi
17.
Turn right
426 ft
18.
Turn right
118 ft
19.
Turn left onto A15
9.8 mi
20.
Enter Barnetby Top and take the 3rd exit
944 ft
21.
Exit the roundabout
0.4 mi
22.
Merge right onto M180
5.9 mi
23.
Take the ramp on the left
0.3 mi
24.
Enter Broughton Interchange and take the 1st exit onto Ermine Street (A15)
17 ft
25.
Exit the roundabout onto Ermine Street (A15)
10.4 mi
26.
Enter Caenby Corner and take the 2nd exit onto A15
156 ft
27.
Exit the roundabout onto A15
7.4 mi
28.
Enter the roundabout and take the 2nd exit onto Ermine Street (A15)
95 ft
29.
Exit the roundabout onto Ermine Street (A15)
2.5 mi
30.
Enter Riseholme Roundabout and take the 3rd exit onto A46
288 ft
31.
Exit the roundabout onto A46
1.7 mi
32.
Enter Carholme Roundabout and take the 2nd exit onto A46
174 ft
33.
Exit the roundabout onto A46
1.7 mi
34.
Enter Skellingthorpe Roundabout and take the 2nd exit onto A46
213 ft
35.
Exit the roundabout onto A46
1.5 mi
36.
Enter Doddington Roundabout and take the 2nd exit onto A46
249 ft
37.
Exit the roundabout onto A46
0.5 mi
38.
Enter the roundabout and take the 2nd exit onto A46
163 ft
39.
Exit the roundabout onto A46
1.7 mi
40.
Enter Hykeham Roundabout and take the 2nd exit onto Fosse Way (A46)
232 ft
41.
Exit the roundabout onto Fosse Way (A46)
2.5 mi
42.
Enter Halfway House Roundabout and take the 2nd exit onto A46
158 ft
43.
Exit the roundabout onto A46
5.6 mi
44.
Enter the roundabout and take the 2nd exit onto A46
237 ft
45.
Exit the roundabout onto A46
0.7 mi
46.
Enter the roundabout and take the 2nd exit onto A1
137 ft
47.
Exit the roundabout onto A1
58.4 mi
48.
Keep right onto A1(M)
4.6 mi
49.
Take the ramp on the left onto A14
14.4 mi
50.
Keep left onto A14
19.1 mi
51.
Keep right onto A14
36.9 mi
52.
Take the ramp on the left
0.3 mi
53.
Enter the roundabout and take the 1st exit onto Sproughton Road
26 ft
54.
Exit the roundabout onto Sproughton Road
0.4 mi
55.
Enter the roundabout and take the 2nd exit onto Sproughton Road
110 ft
56.
Exit the roundabout onto Sproughton Road
0.4 mi
57.
Turn right onto Bramford Road (B1067)
0.8 mi
58.
Make a slight right onto Norwich Road (A1156)
745 ft
59.
Continue onto St Matthew's Street (A1156)
444 ft
60.
Enter the roundabout and take the 3rd exit onto Civic Drive (A1022)
175 ft
61.
Exit the roundabout onto Civic Drive (A1022)
572 ft
62.
Enter the roundabout and take the 1st exit onto Civic Drive (A1022)
116 ft
63.
Exit the roundabout onto Civic Drive (A1022)
340 ft
64.
Turn left onto Elm Street
619 ft
65.
Turn right onto Museum Street
279 ft
66.
Turn right onto Princes Street
424 ft
67.
Turn right onto Civic Drive (A1022)
588 ft
68.
You have arrived at your destination
0 ft


What's the expense of traveling from Hull to Ipswich by car?

The trip fueled by petrol comes to £34.2. This calculation is based on a petrol price of 143 pence per liter and the car's consumption rate of 37.5 miles per gallon.

For those interested in carpooling, the cost per passenger decreases with more occupants. With two passengers, each person's share is £17.1 (£34.2/2). For three passengers, the cost per person reduces to £11.4 (£34.2/3), and with four passengers, it further decreases to £8.55 (£34.2/4).

To delve deeper into the calculation, let's examine how we arrive at the result:

Firstly, we determine the fuel required by dividing the distance by the car's fuel consumption rate. For a journey of 197.47 miles, this calculation involves multiplying 197.47 miles by 4.54609 (liters per gallon) and dividing by the car's consumption of 37.5 mpg, resulting in 23.9 liters of fuel needed.

Next, we calculate the fuel cost by multiplying the fuel needed by the price per liter. With 23.9 liters of fuel at 143 pence per liter, the total cost comes to £34.2.

In summary, the fuel cost for the trip from Hull to Ipswich amounts to £34.2.


Diesel cost from Hull to Ipswich.

The trip with diesel fuel costs 21.6 £ (151p/lt, 62.7 mpg).
For 2 passengers: 10.8 £ (21.6/2) /p.
For 3 passengers: 7.2 £ (21.6/3) /p.
For 4 passengers: 5.4 £ (21.6/4) /p.

For these reasons, diesel cars use less fuel than petrol cars:

Diesel fuel has more energy per litre than petrol. Diesel engines can drive farther and provide more power for the same fuel volume, reducing fuel consumption.

Diesel engines have higher compression ratios than petrol engines, increasing thermal efficiency. Diesel engines get more energy from each fuel unit due to this increased compression ratio. Because diesel engines are thermally efficient, they use less fuel.

Diesel engines create more torque at lower RPM than petrol engines. Diesel vehicles require less throttle input to maintain speed, which improves fuel efficiency, especially during steady-state driving.

Diesel cars consume less fuel than petrol cars due to these considerations.


Alternative routes from Hull to Ipswich

The second route from Hull to the Ipswich is 176.26 miles and takes 3 hours and 29 minutes.

The third route from Hull to the Ipswich is 177.27 miles and takes 3 hours and 33 minutes.


Which is the cheapest route from Hull to Ipswich by car?

The cheapest route from Hull to Ipswich is the second suggested route (176mi, 3h 29min) and costs 30.6 £ (petrol fuel cost, 143p/lt, 37.5mpg).

The second cheapest route from Hull to Ipswich is the third suggested route (177mi, 3h 33min) and costs 30.7 £.

The most expensive route from Hull to Ipswich is the first suggested route (197mi, 3h 26min) and costs 34.2 £.

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 Hull to Ipswich?

There are three suggested routes. The fastest route is 197mi (distance from Hull to Ipswich) and its duration is 3h 26min. The other route is 176mi, and its duration is 3h 29min. The slowest route is 177mi, and its duration is 3h 33min.

RouteCalculator provides you with the information to prepare your trip from Hull to Ipswich by car or motorbike. It offers you alternative road routes that you can follow to go from Hull to Ipswich. It provides driving directions from Hull to Ipswich, i.e. where to turn and when, distance of the Hull - Ipswich 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 Hull to Ipswich with other people or friends, RouteCalculator provides the cost of the journey and the amount that each passenger will have to pay.


Where is Hull located?

Hull is located in East Riding of Yorkshire county and in England. It is situated at an altitude of 8 meters above sea level. Hull has coordinates 53.7456709o,-0.3367413o. RouteCalculator provides a map of Hull from which you can plan your trips to other UK cities.


What is the location of Ipswich?

Ipswich is located in Suffolk county and in England. It is situated at an altitude of 6 meters above sea level. Ipswich has coordinates 52.0567360o,1.1482200o. RouteCalculator provides a map of Ipswich from which you can plan your trips to other UK cities.