| Product Number | 4H23-1-4B |
| CAS | 36701-88-9 |
| MDL Number | MFCD00100674 |
| Molecular Formula | C13H11NO3 |
| Molecular Weight | 229.235 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-4B
CAS: 36701-88-9
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H21-3-03
CAS: 54629-13-9
Molecule Weight: 233.198
Formula: C12H8FNO3
PN: 4H23-5-77
CAS: 51362-37-9
Molecule Weight: 249.65
Formula: C12H8ClNO3
![2-[3-(Trifluoromethyl)phenoxy]nicotinic acid](data:image/png;base64,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)
PN: 3H21-3-X0
CAS: 36701-89-0
Molecule Weight: 283.206
Formula: C13H8F3NO3
PN: 4H21-1-AE
CAS: 214758-41-5
Molecule Weight: 259.217
Formula: C13H9NO5
PN: 4H15-1-97
CAS: 478030-89-6
Molecule Weight: 213.236
Formula: C13H11NO2
TSCA: Not listed on TSCA inventory
