
Smith Optics
Smith Optics Signal Mips Road Cycling Helmet
From £44.99
Lowest ever £44.99 · seen 10 August 2026
1 retailer offer · on sale
The current best price for Smith Optics Signal Mips Road Cycling Helmet is £44.99 from Tredz. The lowest price we have recorded is £44.99 on .
Made for great days on the bike and the daily commute alike, the Smith Signal helmet gives you the protection you need no matter where your wheels take you. MIPS® brain protection system helps reduce angled impact forces in the event of a crash, and an adjustable dial on back lets you fine-tune the fit for comfort. Strategic venting keeps the air flowing, your glasses fog-free, and your head cool. And whether you're grabbing a coffee or walking into the office, engineered eyewear channels make for convenient hands-free glasses storage.Key Features:21 fixed vents for consistent airflowSweat-wicking liner insulates and fights odorsLightweight, low-bulk single layer webbingWeight (Size M, MIPS®): 11 oz / 3 gSizes: S - 51-55cm, M - 55-59cm, L - 59-62cm, XL - 61-65cmProtection:Lightweight in-mold constructionMIPS® Brain Protection System reduces rotational forces caused by angled impacts to the headCPSC and CE EN 178 certifiedAS/NZS263 certifiedFit/Integration:Designed for ultimate integration with Smith performance goggles for maximum comfort, venting and storage convenienceAirEvac™ ventilation system integrates with Smith goggles for fog-free lensesVaporFit™ dial adjustment system offers 27-degree fit adjustment with the turn of a dial
Current offers
| Retailer | Price | Stock | Link |
|---|---|---|---|
| Tredz | £44.99 | In stock | Get deal(opens in a new window) |
Always confirm on the merchant site before buying.
Price history
| Date | Retailer | Price | Link |
|---|---|---|---|
| 10 Aug 2026, 21:56 | Tredz· Neon Yellow | £55.99 | Visit retailer(opens in a new window) |
| 10 Aug 2026, 21:56 | Tredz· Matte Sagebrush | £44.99 | Visit retailer(opens in a new window) |
Observations are stored when a feed price or stock status changes. Early history may only show the first sighting until the next change.
