| Product Number | 4H58-1-AR |
| Synonyms | {[(tert-Butoxy)carbonyl]amino}(oxetan-3-yl)acetic acid |
| CAS | 1408074-43-0 |
| MDL Number | MFCD21848380 |
| Molecular Formula | C10H17NO5 |
| Molecular Weight | 231.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 mg | 627 | In Stock | |
| 1 g | 1202 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-AR
CAS: 1408074-43-0
Molecule Weight: 231.248
Formula: C10H17NO5
PN: 4H58-1-AS
CAS: 1416323-08-4
Molecule Weight: 245.275
Formula: C11H19NO5
PN: 4H56-1-09M
CAS: 172843-97-9
Molecule Weight: 245.275
Formula: C11H19NO5
![3-{[(tert-Butoxy)carbonyl]amino}oxolane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-QV
CAS: 869785-31-9
Molecule Weight: 231.248
Formula: C10H17NO5
PN: 4158-1-30
CAS: 13734-41-3
Molecule Weight: 217.265
Formula: C10H19NO4
TSCA: Not listed on TSCA inventory
