16th Aug 2025, 05:53 AM
Lee Cooper Men's Lc6056c Sandal
Price may vary by location, shipping cost, and availability.
55% Off
₹896
₹1,999
Highest: ₹1,559
Average: ₹1,230
Lowest: ₹746
Price History Graph
Offer Price Prices
Lowest: -
Average: -
Highest: -
Price History Information
You can check the price history of Lee Cooper Men's Lc6056c Sandal here. This product's current Price in India is ₹896. The average and highest prices are ₹1,230 and ₹1,559 respectively.
| Lowest Ever Price | ₹746 |
|---|---|
| 12th Jul 2025 | |
| Average Price | ₹1,230 |
| Based on 827 days price tracking | |
| Highest Price | ₹1,559 |
| 11th Jun 2025 | |
Price History of All Variants of Lee Cooper Mens Lc6056c Sandal
Current Price in India
| Price | ₹896 |
|---|---|
| MRP | ₹1,999 |
| Savings | ₹1,103 |
| Discount | 55.17% |
Recent Price Drops on Lee Cooper Men's Lc6056c Sandal
Price Drop 12th Jul 2025
₹1,459 → ₹746
48.87% drop
Price Drop 3rd Jul 2025
₹1,559 → ₹1,459
6.41% drop
Price Drop 2nd Jun 2025
₹1,479 → ₹1,139
22.99% drop
Price Drop 7th Mar 2025
₹1,310 → ₹1,244
5.04% drop
Price Drop 19th Feb 2025
₹1,310 → ₹1,182
9.74% drop
Price Drop 13th Jan 2025
₹1,310 → ₹1,092
16.66% drop
Price Drop 4th Jan 2025
₹1,403 → ₹1,310
6.63% drop
Price Drop 6th Dec 2024
₹1,093 → ₹1,024
6.35% drop
Price Drop 22nd Nov 2024
₹1,179 → ₹1,093
7.26% drop
Price Drop 17th Nov 2024
₹1,310 → ₹1,179
10% drop
Price Drop 27th Sep 2024
₹1,310 → ₹981
25.11% drop
Price Drop 5th Sep 2024
₹1,389 → ₹1,310
5.69% drop
Price Drop 8th Aug 2024
₹1,310 → ₹1,236
5.65% drop
Price Drop 21st Jul 2024
₹1,389 → ₹1,014
27% drop
Product Information
Details
| Product Name | Lee Cooper Men's Lc6056c Sandal |
|---|---|
| Store Product Code | B0CX189M4P |
| Store Name | amazon.in |
| Rating | 5.2 / 10 |
| Category | Thong Sandals |
Images
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Rating and Reviews
5.2 Based on 3 reviews
Lee Cooper Mens Lc6056c Sandal has 5.2 rating out of 10. This average rating is consist of 3 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.