| Product Number | 2702-3-05 |
| Purity | 98.0 % |
| CAS | 1783382-76-2 |
| MDL Number | MFCD28519456 |
| 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: 2702-3-05
CAS: 1783382-76-2
Molecule Weight: 172.175
Formula: C9H10F2O
![(R)-1-[2-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-R2
CAS: 127852-29-3
Molecule Weight: 190.165
Formula: C9H9F3O
![(S)-1-[2-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-S2
CAS: 127852-27-1
Molecule Weight: 190.165
Formula: C9H9F3O
![1-[2-(Trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-02
CAS: 79756-81-3
Molecule Weight: 190.165
Formula: C9H9F3O
![1-[2-(Trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2802-3-22
CAS: 878572-13-5
Molecule Weight: 204.192
Formula: C10H11F3O
PN: 2802-3-12
CAS: 727-98-0
Molecule Weight: 252.236
Formula: C14H11F3O
PN: 2701-3-35
CAS: 1018678-49-3
Molecule Weight: 158.148
Formula: C8H8F2O
![1-[2,5-Bis(trifluoromethyl)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 2802-3-06
CAS: 364-47-6
Molecule Weight: 258.163
Formula: C10H8F6O
TSCA: Not listed on TSCA inventory