| Product Number | 4H07-5-0C |
| Purity | 97 % |
| CAS | 6748-48-7 |
| MDL Number | MFCD02178921 |
| Molecular Formula | C12H18ClNO |
| Molecular Weight | 227.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-0C
CAS: 6748-48-7
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-5-42
CAS: 1170596-97-0
Molecule Weight: 303.83
Formula: C18H22ClNO
PN: 4H01-5-0F
CAS: 263139-27-1
Molecule Weight: 213.71
Formula: C11H16ClNO
![4-[4-(Trifluoromethoxy)phenyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 4H56-7-7J
CAS: 1004618-85-2
Molecule Weight: 281.7
Formula: C12H15ClF3NO
![4-[4-(Trifluoromethoxy)phenyl]piperidine](data:image/png;base64,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)
PN: 4H07-3-Y2
CAS: 180160-91-2
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4H07-1-X3
CAS: 37581-27-4
Molecule Weight: 241.76
Formula: C13H20ClNO
PN: 4H07-5-0E
CAS: 325808-20-6
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-5-0G
CAS: 82212-04-2
Molecule Weight: 227.73
Formula: C12H18ClNO
TSCA: Not listed on TSCA inventory