| Product Number | 4648-1-2P |
| Purity | 98 % |
| CAS | 19311-91-2 |
| MDL Number | MFCD00010816 |
| Molecular Formula | C11H15NO2 |
| Molecular Weight | 193.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-QA
CAS: 98841-68-0
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4648-1-4N
CAS: 79119-31-6
Molecule Weight: 193.246
Formula: C11H15NO2
![[(2-Hydroxybenzoyl)amino]acetic acid](data:image/png;base64,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)
PN: 4658-1-X2
CAS: 487-54-7
Molecule Weight: 195.174
Formula: C9H9NO4
PN: 4648-1-5J
CAS: 83191-67-7
Molecule Weight: 179.219
Formula: C10H13NO2
![2-Hydroxy-3-[(2-hydroxyethyl)carbamoyl]naphthalene](data:image/png;base64,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)
PN: 4648-1-42
CAS: 92-80-8
Molecule Weight: 231.251
Formula: C13H13NO3
TSCA: Not listed on TSCA inventory
