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Is Speeding Worth It?

Quick answer: usually not. Driving 75 instead of 65 mph for 30 miles saves about 3 min 42 s, and that assumes no traffic at all. In return you use more fuel, need about 25 m (81 ft) more to stop, and if something blocks the road where you would have stopped at 65, you hit it at about 44 mph. Enter your own trip below.

Updated · formulas checked against the sources below

3 min 42 s
Time saved
27.7 min at 65 mph vs 24.0 min at 75 mph
+0.12 gal
Extra fuel (estimate)
about $0.40 at $3.50 a gallon
+25 m
Extra stopping distance
97 m → 122 m (320 → 400 ft), dry road
44 mph
Speed still left at the hazard
where a driver at the limit would just stop

Fatal crash risk at this speed difference, by the WHO "1% faster → 4% more fatal crash risk" rule (power model, exponent 4): about +77%. That rule describes average speeds across many drivers, so read it as a scale, not a personal forecast. Default shown: 30 miles, 65 mph limit, 75 mph, 30 mpg.

And the fine? Check what this speed would cost you with the UK speeding fine calculator (fixed penalty and court bands A-C), the speeding fines in Europe table for Germany, France, Spain, Italy and the Netherlands, and how long penalty points last. Cameras near you: speed camera map.

The formula

How the time saved is worked out

time saved = distance ÷ limit − distance ÷ your speed

Time falls with 1 ÷ speed, so each extra mph saves less than the one before. Going from 30 to 40 mph saves 30 seconds a mile; going from 70 to 80 mph saves under 7 seconds a mile.

Worked example

A 30-mile motorway or interstate trip with a 65 mph limit, driven at 75 mph the whole way:

30 ÷ 65 × 60 = 27.7 min   −   30 ÷ 75 × 60 = 24.0 min   =   3.7 min saved

If traffic only lets you cruise for 60% of the trip, the saving drops to about 2 minutes 13 seconds, because the slower parts take the same time either way.

Fuel

Air resistance grows with the square of speed, so cars use more fuel per mile at motorway speeds. The US Department of Energy says mileage usually falls quickly above 50 mph and that slowing by 5-10 mph saves 7-14%. The calculator models that as 1.4% more fuel per mile for every mph above 50 mph (80 km/h), compared with the economy you enter for the speed limit. Your car may do better or worse.

extra fuel = fuel at the limit × [(1 + 0.014 × (your speed − 50)) ÷ (1 + 0.014 × (limit − 50)) − 1]

Stopping and impact speed

Stopping distance uses a 1.5-second reaction and dry-road braking (μ = 0.8), as on our stopping distance calculator. The "speed left at the hazard" assumes something blocks the road exactly where a driver at the limit would just stop: the faster driver covers more ground before braking and has less room left to brake in.

Table

Minutes saved by speeding (mph)

Limit → your speed5 miles20 miles100 milesExtra stoppingSpeed left at hazard
25 → 35 mph3.4 min13.7 min68.6 min+47 ft34 mph
30 → 40 mph2.5 min10.0 min50.0 min+51 ft35 mph
45 → 55 mph1.2 min4.8 min24.2 min+64 ft39 mph
55 → 65 mph0.8 min3.4 min16.8 min+72 ft42 mph
65 → 75 mph0.6 min2.5 min12.3 min+81 ft44 mph
70 → 80 mph0.5 min2.1 min10.7 min+85 ft45 mph
70 → 90 mph1.0 min3.8 min19.0 min+178 ft65 mph
Table

Minutes saved by speeding (km/h)

Limit → your speed10 km50 km200 kmExtra stoppingSpeed left at hazard
30 → 50 km/h8.0 min40.0 min160.0 min+16 m50 km/h
50 → 60 km/h2.0 min10.0 min40.0 min+10 m44 km/h
50 → 70 km/h3.4 min17.1 min68.6 min+20 m64 km/h
80 → 100 km/h1.5 min7.5 min30.0 min+26 m73 km/h
100 → 120 km/h1.0 min5.0 min20.0 min+30 m78 km/h
120 → 140 km/h0.7 min3.6 min14.3 min+34 m83 km/h
130 → 160 km/h0.9 min4.3 min17.3 min+55 m106 km/h

"Speed left at hazard": a hazard sits exactly at the stopping point of a driver at the limit (1.5 s reaction, dry road). In town, a pedestrian hit at the speeds in this column faces a much higher risk of death; see crash speed and survival.

Limits

Assumptions

  • Time saved assumes you hold the higher speed for the share of the trip you enter, with no extra stops. Real trips include junctions, lights and traffic.
  • Fuel is a simple straight-line model of the fueleconomy.gov guidance for petrol and diesel cars; electric cars lose range with speed in a similar way, but the price inputs would differ. Results are estimates.
  • Stopping distance assumes an alert driver (1.5 s), good tyres and brakes and a dry, level road. Wet roads at least double the braking part.
  • The WHO 1%→4% rule is about average speeds across a road network. It shows the scale of the effect; it is not your personal risk.
  • Fines depend on the country, state, the road and how far over the limit you were: use the fine calculators linked above.
Questions

Is speeding worth it? — FAQ

How much time do you actually save by speeding?
Less than most people think, because time saved = distance ÷ limit − distance ÷ your speed. Driving 75 instead of 65 mph for 30 miles saves about 3 minutes 42 seconds. Driving 40 instead of 30 mph for 3 miles in town saves 1 minute 30 seconds at best, and traffic lights and queues usually take that back.
Is going 10 mph over the limit worth it?
On a 20-mile trip at 70 instead of 60 mph you save about 2 minutes 50 seconds. In exchange your stopping distance grows by roughly a quarter to a third, your fuel use goes up, and a speeding ticket in most US states and in the UK can cost far more than the time is worth.
Does driving faster use more fuel?
Yes, above about 50 mph. The US Department of Energy's fueleconomy.gov says gas mileage usually decreases rapidly above 50 mph, that slowing down by 5 to 10 mph can improve fuel economy by 7% to 14%, and that each 5 mph over 50 mph is like paying about $0.30 more per gallon (at $4.28 a gallon). This calculator uses a simple 1.4% more fuel per mile for each mph above 50.
Why does speeding save so little time in town?
Because town trips are short and most of the time is spent at junctions, lights and in queues, not cruising. Time saved by a higher cruising speed only applies to the free-flowing part of the trip; use the "share of trip" box to reflect that.
How much further does it take to stop when speeding?
Braking distance grows with the square of speed. With a 1.5-second reaction on a dry road, a car at 65 mph needs about 97 m (320 ft) to stop and at 75 mph about 122 m (400 ft). If something blocks the road just where the 65 mph driver would stop, the 75 mph driver is still doing about 44 mph when they reach it.
Sources

Sources and method

Method: time = distance ÷ speed; fuel factor 1 + 0.014 × (mph − 50) above 50 mph (km/h converted to mph first); stopping = v·1.5 + v²/(2·0.8·9.81); risk ratio = (your speed ÷ limit)^4. The calculator runs in your browser and nothing you type is sent. Checked 2026-11-02.