35x12.50R17 — the size that moves the axle-ratio arithmetic
At 35.00 in and 576.2 revolutions per mile, this is where tire size stops being a fitment question and becomes a drivetrain one.
Flotation (imperial) notation · Flotation (imperial)
- Overall diameter
- 35.00 in
- 889 mm
- Section width
- 12.50 in
- 318 mm
- Sidewall height
- 9.00 in
- 229 mm
- Aspect ratio
- 72.0%
- sidewall as a share of width
- Wheel diameter
- 17 in
- the hole in the middle
- Circumference
- 110.0 in
- 2793 mm
- Revolutions per mile
- 576.2
- geometric, not measured
- Revolutions per km
- 358.1
- geometric, not measured
- Typical load index
- 108–128
- 2205–3968 lb per tire
Flotation sizes are almost always LT construction, so they share the light-truck band. Speed symbols run low because the aggressive tread patterns these sizes are sold in are rated against heat build-up, not against sustained high speed.
The load-index range shown is the band this CLASS of size is typically produced in — not a list of what is in stock for this exact size today. Load index and speed symbol are printed on the sidewall of the specific tire you are holding, and the required minimum is on the placard of the specific vehicle you are fitting. Read both.
Nearest real sizes in metric notation, same wheel
- 315/70R1734.36 in tall-0.64 in
- 305/70R1733.81 in tall-1.19 in
- 295/70R1733.26 in tall-1.74 in
Compare any two sizes, including ones this site has no page for, in the comparison tool.
Platforms recorded with this size
Five off-road platforms, all as an upgrade
The Jeep Wrangler JL, the Jeep Wrangler JK, the Jeep Gladiator JT, the sixth-generation Ford Bronco and the fourth-generation Toyota Tacoma all list 35x12.50R17 among their common upgrades. None of them ships it.
The derived aspect ratio is 72.
Revolutions per mile is where the drivetrain notices
A Wrangler JL leaves the factory on 255/75R17, which turns 629.1 times in a mile. This size turns 576.2 times. Every wheel revolution now covers 110.0 in instead of 100.7, so for a given road speed the driveshaft, the transmission output and the engine all turn more slowly in proportion.
The proportion is 9.17%, which is also the diameter change and the speedometer error: an indicated 70 mph is an actual 76.4 mph, and 100 indicated miles is 109.2 real ones.
Axle ratio scales the same way. The ratio that restores the original engine speed at a given road speed is the old ratio multiplied by the ratio of the two revolutions-per-mile figures. Nothing else enters the calculation — not the transmission, not the tire's width, not its construction.
The JL's four factory ratios are almost exactly one 35 apart
The Wrangler JL is recorded with four axle-ratio options: 3.45, 3.73, 4.10 and 4.56. Run the restoring arithmetic on each of them for this tire and something neat falls out.
| Original ratio | Ratio that restores engine speed | Nearest ratio sold |
|---|---|---|
| 3.45:1 | 3.77:1 | 3.73:1 |
| 3.73:1 | 4.07:1 | 4.10:1 |
| 4.10:1 | 4.48:1 | 4.56:1 |
| 4.56:1 | 4.98:1 | 4.88:1 |
For the first three rows, the answer is the next ratio up the same truck's own option list, to within eight hundredths.
The same relationship read backwards is just as tidy. Run the arithmetic in the other direction — from 35s back to the factory 255/75R17 — and a 3.73 axle turning these tires produces the engine speed of a 3.42:1 axle on stock ones. The JL's lowest factory option is 3.45, three hundredths away. Fitting 35s to a 3.73 truck lands it, in engine-speed terms, almost exactly where the factory's own entry-level ratio sits.
That is arithmetic, not advice. Whether a particular vehicle needs anything done about it depends on its transmission programming, its intended use and a great many things a size code says nothing about.
The other 35 on a 17-inch wheel
35x11.50R17 is exactly the same height — 35.00 in, 0.00 in of difference, identical circumference and identical revolutions per mile — on 11.50 in of section width instead of 12.50 in. Every gearing figure above applies to it unchanged.
315/70R17, at 34.36 in, is 0.64 in shorter and only 0.10 in narrower. Coming from a 3.73 axle its restoring ratio would be lower than the 4.07 above, because it is a smaller change.
So on a 17-inch wheel there are three genuinely distinct ways to stand at or near 35 in, and they differ from one another by at most an inch of section width while being indistinguishable to every gearing and speedometer calculation on this site.
What it costs from the sizes below
| Coming from | Diameter | Step | Change | Actual speed at an indicated 70 |
|---|---|---|---|---|
| 245/75R17 | 31.47 in | +3.53 in | 11.22% | 77.9 mph |
| 265/70R17 | 31.61 in | +3.39 in | 10.74% | 77.5 mph |
| 255/75R17 | 32.06 in | +2.94 in | 9.17% | 76.4 mph |
| 285/70R17 | 32.71 in | +2.29 in | 7.01% | 74.9 mph |
The spread across that table is the point. The same tire fitted to four different starting positions produces speedometer errors from seven per cent to eleven, and restoring ratios from 3.99:1 to 4.15:1 on a 3.73 axle. There is no single answer to what a 35 does to a vehicle.
Beyond 35, on the same wheel
37x12.50R17 is +2.00 in and 5.71%, taking an indicated 70 mph to 74.0 mph. 37x13.50R17 is the same 2.00 in taller on a casing an inch wider, so its speedometer figures are identical. 40x13.50R17 is +5.00 in and 14.29%, taking an indicated 70 mph to 80.0 mph and a hundred indicated miles to 114.3.
There is no metric way to write this height on this wheel
Every one of the tables above reaches 35.00 in through a flotation code, and that is not an editorial preference. The tallest metric size catalogued on a 17-inch wheel is 315/70R17 at 34.36 in. Below it are 305/70R17 at 33.81 in, 295/70R17 at 33.26 in and 255/80R17 at 33.06 in. The metric range on this wheel runs out 0.64 in short.
The arithmetic reason is that a metric code builds height out of a width and a percentage. To reach 35.00 in on a 17-inch wheel a casing needs 9.00 in of sidewall, and 9.00 in on a 315 mm section is an aspect ratio of 73 — above the 70 that the widest truck sizes are produced at, and applied to a width the market does not extend much beyond.
Flotation notation sidesteps the whole problem by stating the answer instead of computing it, which is the single practical reason these codes survive on a wheel this size.
Related
- 315/70R17 vs 35x12.50R17
- 245/75R17 vs 35x12.50R17
- 255/75R17 vs 35x12.50R17
- 285/70R17 vs 35x12.50R17
- 35x11.50R17 vs 35x12.50R17
- 315/70R1734.36 in tall
- 305/70R1733.81 in tall
- 295/70R1733.26 in tall
Class: Flotation (imperial). Every figure above is computed from the size code, not stored — see how these numbers are calculated.