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275/60R20 vs 37x12.50R20

37x12.50R20 is +4.01″ in overall diameter and +43 mm in section width against 275/60R20 — a diameter change of +12.15%, which breaks the ±3% substitution rule. An indicated 60 mph would really be 67.3 mph.

Outside 3%

Every dimension

Difference between 275/60R20 and 37x12.50R20
Dimension275/60R2037x12.50R20Change
Overall diameter32.99″ → 37.00″+4.01″ (+12.15%)
Section width275 mm → 318 mm+43 mm (+15.45%)
Sidewall height165.0 mm → 215.9 mm+50.9 mm
Rolling circumference103.65″ → 116.24″+12.59″
Revolutions per mile611.3 → 545.1−66.2
Axle height / clearance16.50″ → 18.50″+2.00″
275/60R20275 mm
37x12.50R20318 mm
Scale drawing comparing 275/60R20 and 37x12.50R20, both standing on the same ground line
275/60R20 32.99″37x12.50R20 37.00″

Which is taller, 275/60R20 or 37x12.50R20?

37x12.50R20 is the taller of the two, at 37.00″ against 32.99″. The gap is 4.01 inches, or 101.8 mm.

One of these is a flotation size, which states its overall diameter on the sidewall, while the metric size only implies one — so the comparison is between a stated height and a derived one. 275/60R20 is 275 mm wide with a 165.0 mm sidewall on a 20 wheel; 37x12.50R20 is 317.5 mm wide with a 215.9 mm sidewall on a 20 wheel.

What the speedometer will read

Indicated versus actual speed after the size change
Speedometer readsActual speedError
25 mph28.0 mph+3.0 mph
40 mph44.9 mph+4.9 mph
55 mph61.7 mph+6.7 mph
60 mph67.3 mph+7.3 mph
70 mph78.5 mph+8.5 mph
80 mph89.7 mph+9.7 mph

Fitting 37x12.50R20 in place of 275/60R20 multiplies every speed and distance reading by 1.12148. Over 10,000 indicated miles the odometer is out by +1,215 miles.

Effective gearing moves by the same proportion. A vehicle with 3.73 axles running 275/60R20 would need 4.18 to keep the same engine speed on 37x12.50R20. Work it out for your own axle ratio.

Full specification of each size

275/60R20

Derived dimensions for 275/60R20
DimensionMetricImperial
Section width275.0 mm10.83″
Sidewall height165.0 mm6.50″
Wheel diameter508.0 mm20.0″
Overall diameter838.0 mm32.99″
Rolling circumference2,632.7 mm103.65″
Revolutions per mile379.8 / km611.3 / mile
Measuring rim (estimate)216 mm8.5″

37x12.50R20

Derived dimensions for 37x12.50R20
DimensionMetricImperial
Section width317.5 mm12.50″
Sidewall height215.9 mm8.50″
Wheel diameter508.0 mm20.0″
Overall diameter939.8 mm37.00″
Rolling circumference2,952.5 mm116.24″
Revolutions per mile338.7 / km545.1 / mile
Measuring rim (estimate)254 mm10″

Rim widths differ too: 275/60R20 is designed for 8″9.5″ and 37x12.50R20 for 9″11″. Their measuring rims differ, so the same wheel will not be ideal for both.

Can you swap one for the other?

Outside the ±3% rule

The diameter difference of +12.15% exceeds the ±3% rule of thumb. Expect a speedometer error of about 7.3 mph at an indicated 60, and an odometer that is off by the same proportion. It is a common swap even so — it just needs the instruments recalibrated to stay honest.

Neither figure says anything about physical fitment. Whether 37x12.50R20 clears the strut, the fender liner and the steering stops depends on wheel offset and suspension geometry that a size code does not encode. For maintenance rather than sizing, Car Basics covers tire care.

275/60R20 vs 37x12.50R20: common questions

Is 37x12.50R20 bigger than 275/60R20?
37x12.50R20 is 4.01 inches taller and 43 mm wider. In overall diameter that is +12.15%, which exceeds the ±3% rule of thumb for a substitution.
How much will 37x12.50R20 throw off my speedometer?
Every reading scales by 1.12148. An indicated 60 mph becomes 67.3 mph, and every 100 miles on the odometer is really 112.1 miles.
How much does 37x12.50R20 change ground clearance over 275/60R20?
The axle centerline moves by 2.00 inches — half the diameter change, because half the extra height sits below the hub and half above it.
Will 37x12.50R20 fit where 275/60R20 fits?
Nothing derived from the size code can answer that. Clearance depends on wheel offset, suspension travel and body dimensions that no tire size contains. This page tells you exactly what changes dimensionally, which is the part that can be calculated.

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