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 4656-3-1B
4-[(3-Fluoropropyl)amino]phenol
Product Number
4656-3-1B
CAS
1346521-21-8
MDL Number
MFCD20489400
Molecular Formula
C9H12FNO
Molecular Weight
169.199
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
×
![4-[(3-Fluoropropyl)amino]phenol](data:image/png;base64,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)