![4-[(1S)-1-Amino-2-hydroxy-2-oxoethyl]benzoic acid](data:image/png;base64,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)
| Product Number | 4657-1-SN |
| CAS | 134052-73-6 |
| MDL Number | MFCD00216831 |
| Molecular Formula | C9H9NO4 |
| Molecular Weight | 195.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-1-SN
CAS: 134052-73-6
Molecule Weight: 195.174
Formula: C9H9NO4
PN: 4658-1-5F
CAS: 71048-74-3
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4757-1-55
CAS: 13227-01-5
Molecule Weight: 165.192
Formula: C9H11NO2
PN: 4757-1-0F
CAS: 6269-79-0
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4657-1-S2
CAS: 2935-35-5
Molecule Weight: 151.165
Formula: C8H9NO2
PN: 4657-1-R2
CAS: 875-74-1
Molecule Weight: 151.165
Formula: C8H9NO2
TSCA: Not listed on TSCA inventory
