18th Jul 2026, 01:59 PM
Dr. Martens 1460 Originals 8-Eye, Unisex, Black, Soft Toe, Slip Resistant, 6 Inch Boot (8.0 MW)
Price may vary by location, shipping cost, and availability.
$178.00
Highest: $178.00
Average: $177.96
Lowest: $177.85
Price History Graph
Offer Price Prices
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Price History Information
You can check the price history of Dr. Martens 1460 Originals 8-Eye, Unisex, Black, Soft Toe, Slip Resistant, 6 Inch Boot (8.0 MW) here. This product's current Price in USA is $178.00. The average and highest prices are $177.96 and $178.00 respectively.
| Lowest Ever Price | $177.85 |
|---|---|
| 28th Jun 2026 | |
| Average Price | $177.96 |
| Based on 34 days price tracking | |
| Highest Price | $178.00 |
| 20th Jun 2026 | |
Price History of All Variants of Dr. Martens 1460 Originals 8-Eye Unisex Black...
Current Price in USA
| Price | $178.00 |
|---|
Product Information
Details
| Product Name | Dr. Martens 1460 Originals 8-Eye, Unisex, Black, Soft Toe, Slip Resistant, 6 Inch Boot (8.0 MW) |
|---|---|
| Store Product Code | B079RMTRQ9 |
| Store Name | amazon.com |
| Rating | 9 / 10 |
| Category | Motorcycle & Combat |
Features
- Original 1460 design, with heritage Docs DNA like yellow welt stitching, 8 eyes, grooved air-cushioned soles and a scripted heel-loop.
- DM's iconic air-cushioned sole, re-engineered with an enhanced grip for next-level slip resistance: PVC fused with the central rubber pods of GRIP-TRAX, our unique outsole lug formation.
- Serves up enhanced ergonomic comfort via breathable, moisture-wicking SoftWair sockliners, with strategically placed memory foam pods.
- Thoughtful, anti-fatigue design, with extra flex and less weight
- Made with industrial, water-resistant leather spill-resistant, and easily wiped clean.
Images
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Rating and Reviews
9 Based on 4441 reviews
Dr. Martens 1460 Originals 8-Eye Unisex Black has 9 rating out of 10. This average rating is consist of 4441 individual ratings. You can rate this product at product review page.
* Predictions is created on based of past prices and trends, it does not guarantee that it will happen. These are just prediction for theoretical information only.