| Product Number | 4658-1-W1 |
| Synonyms | Benzyl (2-amino-2-oxoethyl)carbamate; Z-Gly-NH2 |
| CAS | 949-90-6 |
| MDL Number | MFCD00042825 |
| Molecular Formula | C10H12N2O3 |
| Molecular Weight | 208.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-W1
CAS: 949-90-6
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 4656-1-5L
CAS: 81587-18-0
Molecule Weight: 236.271
Formula: C12H16N2O3
![Benzyl N-[(1R)-1-(hydrazinecarbonyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4656-1-RE
CAS: 57355-13-2
Molecule Weight: 237.259
Formula: C11H15N3O3
PN: 4656-1-SD
CAS: 13139-28-1
Molecule Weight: 250.298
Formula: C13H18N2O3
PN: 4656-1-7P
CAS: 77987-49-6
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 8669-1-0B
CAS: 49548-40-5
Molecule Weight: 224.28
Formula: C10H12N2O2S
Melting Point: 138-141 ℃
TSCA: Not listed on TSCA inventory
EINECS: 213-445-2
