| Product Number | 4H23-1-1A |
| Purity | 97 % |
| CAS | 192817-79-1 |
| MDL Number | MFCD06204497 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-1A
CAS: 192817-79-1
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4H21-1-B9
CAS: 42106-48-9
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H58-3-7D
CAS: 1256633-20-1
Molecule Weight: 239.246
Formula: C12H14FNO3
PN: 4H57-1-55
CAS: 65989-45-9
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4632-1-16
CAS: 55426-74-9
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H23-1-U6
CAS: 19614-15-4
Molecule Weight: 235.283
Formula: C13H17NO3
![2-{[2-(Methoxycarbonyl)phenyl]amino}acetic acid](data:image/png;base64,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)
PN: 4H56-1-GR
CAS: 64241-57-2
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4H58-5-9K
CAS: 1197193-12-6
Molecule Weight: 241.67
Formula: C11H12ClNO3
TSCA: Not listed on TSCA inventory