Search
Search
Structure Search
Service & Support
Start A PO
Questions & Feedback
Specials
View Specials
Download Specials
Services
Analytical
Purification
Packaging
Sourcing
About
International Distributors
About Us
Contact Us
Structure Search
Service & Support
Start A PO
Questions & Feedback
Specials
View Specials
Download Specials
Services
Analytical
Purification
Packaging
Sourcing
About
International Distributors
About Us
Contact Us
Home
Product 4H21-7-2N
2-[3-Chloro-5-(trifluoromethyl)-2-pyridyl]cyclopropanecarboxylic acid
Product Number
4H21-7-2N
CAS
MDL Number
MFCD32708858
Molecular Formula
C10H7ClF3NO2
Molecular Weight
265.62
Pricing
Details
Units
Price (USD)
Availability
Bulk
Contact for Price
Contact for Availability
Order
Recommended Products
Previous
No recommended products available.
Next
Properties
Downloads
Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
×
![2-[3-Chloro-5-(trifluoromethyl)-2-pyridyl]cyclopropanecarboxylic acid](data:image/png;base64,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)