| Product Number | 4657-1-S6 |
| Synonyms | (S)-3-(Benzyloxycarbonylamino)-3-phenylpropanoic acid |
| CAS | 14441-08-8 |
| MDL Number | MFCD06223333 |
| Molecular Formula | C17H17NO4 |
| Molecular Weight | 299.326 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4657-1-S6
CAS: 14441-08-8
Molecule Weight: 299.326
Formula: C17H17NO4
PN: 4658-1-87
CAS: 14676-01-8
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-SA
CAS: 103365-47-5
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-RA
CAS: 161024-80-2
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4758-1-1F
CAS: 453557-73-8
Molecule Weight: 307.39
Formula: C17H25NO4
![3-[(tert-Butoxycarbonyl)amino]-3-(4-fluorophenyl)propanoic acid](data:image/png;base64,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)
PN: 4758-3-12
CAS: 284493-72-7
Molecule Weight: 283.299
Formula: C14H18FNO4
PN: 4658-3-43
CAS: 479064-94-3
Molecule Weight: 283.299
Formula: C14H18FNO4
TSCA: Not listed on TSCA inventory
