| Product Number | 4H48-3-89 |
| Synonyms | 2-{[4-(Trifluoromethyl)pyridin-3-yl]formamido}acetic acid; N-[[4-[(Trifluoromethyl)]-3-pyridinyl]carbonyl]glycine |
| Purity | 96 % |
| CAS | 207502-65-6 |
| MDL Number | MFCD11112215 |
| Molecular Formula | C9H7F3N2O3 |
| Molecular Weight | 248.161 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 100 mg | 150 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-89
CAS: 207502-65-6
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![[(Pyridin-3-ylcarbonyl)amino]acetic acid](data:image/png;base64,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)
PN: 4H58-1-3N
CAS: 583-08-4
Molecule Weight: 180.163
Formula: C8H8N2O3
TSCA: Not listed on TSCA inventory