| Product Number | 2701-3-41 |
| Synonyms | [4-(1,1-Difluoroethyl)phenyl]methanol |
| CAS | 55805-25-9 |
| MDL Number | MFCD27925457 |
| Molecular Formula | C9H10F2O |
| Molecular Weight | 172.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2701-3-41
CAS: 55805-25-9
Molecule Weight: 172.175
Formula: C9H10F2O
PN: 1700-3-Z4
CAS: 1204295-54-4
Molecule Weight: 170.203
Formula: C10H12F2
PN: 1700-3-Y5
CAS: 1204295-65-7
Molecule Weight: 156.176
Formula: C9H10F2
PN: 2721-3-2R
CAS: 55805-14-6
Molecule Weight: 186.158
Formula: C9H8F2O2
![(R)-1-[4-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-R4
CAS: 76155-79-8
Molecule Weight: 190.165
Formula: C9H9F3O
![(S)-1-[4-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-S4
CAS: 99493-93-3
Molecule Weight: 190.165
Formula: C9H9F3O
![1-[4-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-04
CAS: 1737-26-4
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2701-3-33
CAS: 444915-77-9
Molecule Weight: 158.148
Formula: C8H8F2O
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory