| Product Number | 2802-3-X0 |
| Purity | 97 % |
| CAS | 87901-76-6 |
| MDL Number | MFCD00042475 |
| Molecular Formula | C17H8F12O |
| Molecular Weight | 456.231 |
| Units | Price (USD) | Availability |
|---|
PN: 2802-3-X0
CAS: 87901-76-6
Molecule Weight: 456.231
Formula: C17H8F12O
PN: 2802-3-33
CAS: 1598-89-6
Molecule Weight: 320.234
Formula: C15H10F6O
PN: 2802-3-13
CAS: 728-80-3
Molecule Weight: 252.236
Formula: C14H11F3O
PN: 2802-3-34
CAS: 203915-48-4
Molecule Weight: 320.234
Formula: C15H10F6O
PN: 2802-3-R1
CAS: 127852-28-2
Molecule Weight: 258.163
Formula: C10H8F6O
![(S)-1-[3,5-Bis(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-S1
CAS: 225920-05-8
Molecule Weight: 258.163
Formula: C10H8F6O
![1-[3,5-Bis(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-08
CAS: 368-63-8
Molecule Weight: 258.163
Formula: C10H8F6O
![(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
Melting Point: 148 ℃
TSCA: Not listed on TSCA inventory