| Product Number | 4H56-1-5N |
| Synonyms | 2-(Piperidin-4-yl)anisole |
| Purity | 97 % |
| CAS | 58333-75-8 |
| MDL Number | MFCD00277219 |
| Molecular Formula | C12H17NO |
| Molecular Weight | 191.274 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-5N
CAS: 58333-75-8
Molecule Weight: 191.274
Formula: C12H17NO
PN: 4H07-5-0G
CAS: 82212-04-2
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H01-5-0H
CAS: 1616370-88-7
Molecule Weight: 213.71
Formula: C11H16ClNO
![2-Chloro-1-[4-(2-methoxyphenyl)piperidino]ethan-1-one](data:image/png;base64,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)
PN: 4H17-5-74
CAS: 649550-10-7
Molecule Weight: 267.75
Formula: C14H18ClNO2
![Cyclobutyl[4-(2-methoxyphenyl)piperidino]methanone](data:image/png;base64,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)
PN: 4H17-1-0M
CAS: 649572-97-4
Molecule Weight: 273.376
Formula: C17H23NO2
PN: 4H07-5-0C
CAS: 6748-48-7
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H56-1-491
CAS: 420137-10-6
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H07-5-88
CAS: 625454-22-0
Molecule Weight: 241.76
Formula: C13H20ClNO
Melting Point: 54-55 ℃
TSCA: Not listed on TSCA inventory