| Product Number | 4156-1-Y1 |
| Synonyms | 3-[(tert-Butoxycarbonyl)(methyl)amino]propanoic acid; N-(tert-Butoxycarbonyl)-N-methyl-beta-alanine |
| Purity | 98 % |
| CAS | 124072-61-3 |
| MDL Number | MFCD03490508 |
| Molecular Formula | C9H17NO4 |
| Molecular Weight | 203.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4156-1-Y1
CAS: 124072-61-3
Molecule Weight: 203.238
Formula: C9H17NO4
PN: 4H58-1-V9
CAS: 142253-55-2
Molecule Weight: 201.222
Formula: C9H15NO4
PN: 4H58-1-J6
CAS: 887591-62-0
Molecule Weight: 215.249
Formula: C10H17NO4
PN: 4H58-1-308
CAS: 3303-84-2
Molecule Weight: 189.211
Formula: C8H15NO4
PN: 4158-1-64
CAS: 16948-10-0
Molecule Weight: 203.238
Formula: C9H17NO4
PN: 4H56-1-YE
CAS: 610791-05-4
Molecule Weight: 215.249
Formula: C10H17NO4
amino}propanoic acid](data:image/png;base64,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)
PN: 4158-1-10
CAS: 917202-02-9
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4H58-1-B8
CAS: 898228-37-0
Molecule Weight: 229.276
Formula: C11H19NO4
Melting Point: 59-62 ℃
TSCA: Not listed on TSCA inventory