![4-[4-(Trifluoromethyl)pyridin-2-yl]benzoic acid](data:image/png;base64,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)
| Product Number | 4H21-3-4Q |
| Synonyms | 4-[4-(Trifluoromethyl)pyridin-2-yl]benzenecarboxylic acid |
| CAS | 1299607-71-8 |
| MDL Number | MFCD18384864 |
| Molecular Formula | C13H8F3NO2 |
| Molecular Weight | 267.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-4Q
CAS: 1299607-71-8
Molecule Weight: 267.207
Formula: C13H8F3NO2
![4-[4-(Trifluoromethyl)pyridin-2-yl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-67
CAS: 952182-74-0
Molecule Weight: 251.208
Formula: C13H8F3NO
PN: 4H58-3-3U
CAS: 1311280-43-9
Molecule Weight: 295.261
Formula: C15H12F3NO2
PN: 4H37-1-P2
CAS: 886361-52-0
Molecule Weight: 238.246
Formula: C14H10N2O2
![4-[6-Dimethylamino-4-(trifluoromethyl)pyridin-2-yl]benzoic acid](data:image/png;base64,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)
PN: 4H58-3-AX
CAS: 1208081-55-3
Molecule Weight: 310.276
Formula: C15H13F3N2O2
PN: 4H23-1-CM
CAS: 98061-21-3
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H58-3-3T
CAS: 1299607-60-5
Molecule Weight: 324.303
Formula: C16H15F3N2O2
TSCA: Not listed on TSCA inventory
