| Product Number | 2601-3-54 |
| Synonyms | [4-(Trifluoromethoxy)phenyl]methanol |
| Purity | 98 % |
| CAS | 1736-74-9 |
| MDL Number | MFCD00036029 |
| Molecular Formula | C8H7F3O2 |
| Molecular Weight | 192.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2601-3-54
CAS: 1736-74-9
Molecule Weight: 192.137
Formula: C8H7F3O2
PN: 2601-3-77
CAS: 170924-50-2
Molecule Weight: 174.147
Formula: C8H8F2O2
![1-[4-(Trifluoromethoxy)phenyl]ethanol](data:image/png;base64,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)
PN: 2602-3-54
CAS: 1737-28-6
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2707-3-08
CAS: 261951-94-4
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2107-3-AL
CAS: 1261829-86-0
Molecule Weight: 208.136
Formula: C8H7F3O3
PN: 2621-3-54
CAS: 330-12-1
Molecule Weight: 206.12
Formula: C8H5F3O3
Boiling Point: 108 ℃
Refractive Index: 1.449
Density: 1.326
Flash Point: 98 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2909.49.1000
