| Product Number | 4H56-3-W3 |
| Synonyms | tert-Butyl 3-(1-hydroxy-2,2,2-trifluoroethyl)piperidine-1-carboxylate; 1-(tert-Butoxycarbonyl)-3-(1-hydroxy-2,2,2-trifluoroethyl)piperidine |
| CAS | 1283718-04-6 |
| MDL Number | MFCD18800771 |
| Molecular Formula | C12H20F3NO3 |
| Molecular Weight | 283.291 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-W3
CAS: 1283718-04-6
Molecule Weight: 283.291
Formula: C12H20F3NO3
PN: 4H56-3-9X
CAS: 550371-74-9
Molecule Weight: 269.264
Formula: C11H18F3NO3
PN: 4H56-3-7E
CAS: 1228631-10-4
Molecule Weight: 297.318
Formula: C13H22F3NO3
![6-Hydroxy-3-azabicyclo[3.1.1]heptane-3-carboxylic acid, 1,1-dimethylethyl ester](data:image/png;base64,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)
PN: 4H56-1-152
CAS: 1357353-36-6
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H56-3-W7
CAS: 1159981-94-8
Molecule Weight: 269.264
Formula: C11H18F3NO3
PN: 4H56-3-75
CAS: 1253929-32-6
Molecule Weight: 233.283
Formula: C11H20FNO3
PN: 4H56-3-Y7
CAS: 884512-51-0
Molecule Weight: 281.275
Formula: C12H18F3NO3
PN: 4H56-1-700
CAS: 143306-65-4
Molecule Weight: 229.32
Formula: C12H23NO3
TSCA: Not listed on TSCA inventory