| Product Number | 4H56-1-1Q |
| Synonyms | 1-[4-(Methoxycarbonyl)phenyl]piperidine |
| CAS | 10338-58-6 |
| MDL Number | MFCD08444024 |
| Molecular Formula | C13H17NO2 |
| Molecular Weight | 219.284 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-1Q
CAS: 10338-58-6
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H23-1-98
CAS: 129414-26-2
Molecule Weight: 205.257
Formula: C12H15NO2
![Methyl 4-[4-(hydroxymethyl)piperidin-1-yl]benzoate](data:image/png;base64,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)
PN: 4H29-1-76
CAS: 392690-98-1
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4H21-1-E1
CAS: 22090-24-0
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H23-1-3G
CAS: 406233-25-8
Molecule Weight: 261.365
Formula: C16H23NO2
PN: 4H21-1-E0
CAS: 22090-27-3
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4657-1-40
CAS: 134690-32-7
Molecule Weight: 305.462
Formula: C19H31NO2
Melting Point: 94-96 ℃
TSCA: Not listed on TSCA inventory
