| Product Number | 4H57-3-19 |
| Synonyms | 5-Fluoro-6-(trifluoromethyl)pyridine-3-carboxylic acid |
| CAS | 1554123-46-4 |
| MDL Number | MFCD28634447 |
| Molecular Formula | C7H3F4NO2 |
| Molecular Weight | 209.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H57-3-19
CAS: 1554123-46-4
Molecule Weight: 209.1
Formula: C7H3F4NO2
PN: 4H58-3-AN
CAS: 1804053-00-6
Molecule Weight: 223.127
Formula: C8H5F4NO2
PN: 4H21-3-36
CAS: 231291-22-8
Molecule Weight: 191.109
Formula: C7H4F3NO2
![[5-Fluoro-6-(trifluoromethyl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H56-3-G3
CAS: 1803876-59-6
Molecule Weight: 195.117
Formula: C7H5F4NO
PN: 4H58-3-5P
CAS: 913091-98-2
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H21-3-05
CAS: 261635-93-2
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 3H23-3-X0
CAS: 221313-10-6
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 4H23-3-4N
CAS: 1355729-43-9
Molecule Weight: 187.146
Formula: C8H7F2NO2
TSCA: Not listed on TSCA inventory