| Product Number | 4656-3-Y7 |
| Synonyms | N1-Ethyl-4-(trifluoromethoxy)aniline |
| Purity | 97 % |
| CAS | 175278-20-3 |
| MDL Number | MFCD00203992 |
| Molecular Formula | C9H10F3NO |
| Molecular Weight | 205.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-Y7
CAS: 175278-20-3
Molecule Weight: 205.18
Formula: C9H10F3NO
PN: 4656-3-Y2
CAS: 41419-59-4
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-7-56
CAS: 1215206-28-2
Molecule Weight: 227.61
Formula: C8H9ClF3NO
PN: 4648-3-Y5
CAS: 1737-06-0
Molecule Weight: 219.163
Formula: C9H8F3NO2
PN: 4648-3-64
CAS: 22236-11-9
Molecule Weight: 201.173
Formula: C9H9F2NO2
PN: 4648-7-X8
CAS: 161290-85-3
Molecule Weight: 253.61
Formula: C9H7ClF3NO2
![1-[4-(Trifluoromethoxy)phenyl]piperazine](data:image/png;base64,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)
PN: 4H07-3-54
CAS: 187669-62-1
Molecule Weight: 246.233
Formula: C11H13F3N2O
Boiling Point: 42-44 ℃
TSCA: Not listed on TSCA inventory
