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Kwikset Casey Passage Door Lever for Hall/Closet Door in Matte Black

AMAZON

Price

5,440

MRP: ₹8,703

38% OFF
Last price was updated on: 11th Sep 2025, 04:01 PM
Buy Now
Pricing Analytics & Buying Assistance
Price Score: Excellent!
Poor Average Good Excellent
Current Price ₹5,440
₹3,950
Lowest
₹6,963
Highest
Buying Advice:
Excellent! Buy now. 60% chance price goes up. Buy soon.

Price History Benchmarks

Lowest Ever
₹3,950
19th May 2023
Highest Ever
₹6,963
12th Aug 2025
Average Price
₹5,220
233 data points
Last 3M Low
₹5,435
18th Jun 2025
Last 6M Low
₹4,680
28th Apr 2025
Last 12M Low
₹4,680
28th Apr 2025

Price History Chart

As per price history, Kwikset Casey Passage Door Lever for Hall/Closet Door in Matte Black's lowest price is ₹3,950. The average price is ₹5,219. Highest ever price is ₹6,963. Along with deals, coupons & discounts, you can get it at ₹5,440. Read our Pricing Disclosure

Product Technical Information

Product Code B096CDBCB3
Market Place amazon.in
Market Place Name Amazon
Brand Name Kwikset
Rating 4.6 ( 2181 ratings )
Category Door Levers
Manufacturer Kwikset
Model Number 92001-603
Item Dimensions 10.4L x 6.1W Centimeters
Country of Origin USA
Frequently Asked Questions
  • What is the lowest price ever for this product?
    The lowest price for Kwikset Casey Passage Door Lever for HallCloset Door in Matte Black was ₹3,950 on 19th May 2023. This is the best recorded deal so far.
  • What is the highest price ever for this product?
    The highest price for Kwikset Casey Passage Door Lever for HallCloset Door in Matte Black was ₹6,963 on 12th Aug 2025. Prices have dropped since then.
  • What is the average price of this product?
    The average price for Kwikset Casey Passage Door Lever for HallCloset Door in Matte Black is ₹5,220 (233 data points). This helps you compare current deals.
  • What is the lowest price in the last 3 months?
    In the last 3 months, Kwikset Casey Passage Door Lever for HallCloset Door in Matte Black reached a low of ₹5,435 on 18th Jun 2025. Recent price trends may help you decide when to buy.
  • Should I buy this product now?
    Buy now. The price is excellent compared to its history. 60% chance price goes up. Price may increase soon.