| Product Number | 4248-1-X0 |
| Synonyms | cis-2-[(tert-Butoxycarbonyl)amino]cyclopentane-1-carboxylic acid; cis-1-[(tert-Butoxycarbonyl)amino]-2-carboxycyclopentane |
| CAS | 136315-70-3 |
| MDL Number | MFCD00800539 |
| Molecular Formula | C11H19NO4 |
| Molecular Weight | 229.276 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4248-1-X0
CAS: 136315-70-3
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-JT
CAS: 137170-89-9
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4258-1-0B
CAS: 143679-80-5
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4258-1-30
CAS: 1212127-10-0
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4258-1-44
CAS: 63216-49-9
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4258-1-31
CAS: 1013980-15-8
Molecule Weight: 271.357
Formula: C14H25NO4
PN: 4258-1-29
CAS: 1175673-63-8
Molecule Weight: 257.33
Formula: C13H23NO4
![3-exo-Aminobicyclo[2.2.1]heptane-2-exo-carboxylic acid, N-Boc 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)
PN: 4258-1-06
CAS: 1212373-01-7
Molecule Weight: 255.314
Formula: C13H21NO4
Melting Point: 90-94 ℃
TSCA: Not listed on TSCA inventory