x

*Want to search a historical price chart of products or the lowest ever price? Search for the name of the product or paste the product's link in the search box and hit enter. you will see the product's historical milestone prices, charts, and all current offers with Price History. Do check Amazon Price Tracker and Flipkart Price Tracker for price traking.

Dr. Martens womens 1460 Smooth Leather 8
21st Sep 2026, 10:22 PM

Dr. Martens womens 1460 Smooth Leather 8 Eye Boot

Price may vary by location, shipping cost, and availability.
Lowest ever
₹36,509

Highest: ₹36,509
Average: ₹36,509
Lowest: ₹36,509

Price History Graph

Offer Price Prices
Lowest: -
Average: -
Highest: -

Price History Information

You can check the price history of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot here. This product's current Price in India is ₹36,509. The average and highest prices are ₹36,509 and ₹36,509 respectively.

Lowest Ever Price ₹36,509
21st Sep 2026
Average Price ₹36,509
Based on 1 days price tracking
Highest Price ₹36,509
21st Sep 2026

Current Price in India

Price ₹36,509

Product Information

Details

Product Name Dr. Martens womens 1460 Smooth Leather 8 Eye Boot
Store Product Code B00QWGW1NU
Store Name amazon.in
Brand Dr. Martens
Rating 9 / 10
Category Boots
Product Manufacturer Dr. Martens
Model Number 11822006
Model Name 1460 8 Eye Boot
Dimensions 30 x 19.99 x 10.01 cm; 600 g

Features

  • Fashion Trend: Ankle-High Leather Boot

Images

×
Image of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot
Image of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot
Image of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot
Image of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot
Image of Dr. Martens womens 1460 Smooth Leather 8 Eye Boot

Rating and Reviews

9 Based on 5064 reviews

Dr. Martens womens 1460 Smooth Leather 8 has 9 rating out of 10. This average rating is consist of 5064 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.