| Product Number | 4H56-1-6H |
| Synonyms | 1-Benzylisonipecotic acid; 1-Benzyl-4-carboxypiperidine |
| Purity | 96 % |
| CAS | 10315-07-8 |
| MDL Number | MFCD03371463 |
| 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: 4H56-1-6H
CAS: 10315-07-8
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H23-1-Z4
CAS: 10315-06-7
Molecule Weight: 233.311
Formula: C14H19NO2
PN: 4H37-1-0T
CAS: 1000018-69-8
Molecule Weight: 244.294
Formula: C14H16N2O2
![Methyl 1-[(4-methylphenyl)methyl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H23-1-B8
CAS: 477856-45-4
Molecule Weight: 247.338
Formula: C15H21NO2
PN: 4H57-1-1E
CAS: 39143-25-4
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: P612-A-75
CAS: 24228-40-8
Molecule Weight: 247.338
Formula: C15H21NO2
PN: 4H58-3-Z7
CAS: 193538-25-9
Molecule Weight: 237.274
Formula: C13H16FNO2
PN: 4H21-9-38
CAS: 733797-83-6
Molecule Weight: 298.18
Formula: C13H16BrNO2
Melting Point: 167-168 ℃
TSCA: Not listed on TSCA inventory