| Product Number | 4158-1-93 |
| Synonyms | N-Acetyl-DL-alanine; 2-(Acetylamino)propanoic acid |
| CAS | 1115-69-1 |
| MDL Number | MFCD00037238 |
| Molecular Formula | C5H9NO3 |
| Molecular Weight | 131.131 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | $0 | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
![2-[(2-Aminoacetyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4157-1-25
CAS: 926-77-2
Molecule Weight: 146.146
Formula: C5H10N2O3
![2-[(2-Chloroacetyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4158-5-34
CAS: 691-80-5
Molecule Weight: 165.57
Formula: C5H8ClNO3
PN: 4158-1-0P
CAS: 17916-88-0
Molecule Weight: 159.185
Formula: C7H13NO3
Melting Point: 136-137 ℃
Hazard Statement: H320-H335
TSCA: Not listed on TSCA inventory
