| Product Number | 2701-3-0V |
| Synonyms | [3-(1,1-difluoroethyl)phenyl]methanol |
| CAS | 444921-50-0 |
| MDL Number | MFCD27950860 |
| Molecular Formula | C9H10F2O |
| Molecular Weight | 172.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2701-3-0V
CAS: 444921-50-0
Molecule Weight: 172.175
Formula: C9H10F2O
![(R)-1-[3-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-R3
CAS: 127852-24-8
Molecule Weight: 190.165
Formula: C9H9F3O
![(S)-1-[3-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-S3
CAS: 96789-80-9
Molecule Weight: 190.165
Formula: C9H9F3O
![1-[3-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-03
CAS: 454-91-1
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2721-3-0P
CAS: 55805-17-9
Molecule Weight: 186.158
Formula: C9H8F2O2
PN: 2701-3-X5
CAS: 1309875-03-3
Molecule Weight: 158.148
Formula: C8H8F2O
PN: 1700-3-Y6
CAS: 1204295-94-2
Molecule Weight: 156.176
Formula: C9H10F2
PN: 2802-3-R1
CAS: 127852-28-2
Molecule Weight: 258.163
Formula: C10H8F6O
TSCA: Not listed on TSCA inventory