| Product Number | 1800-3-0L |
| Purity | 95 % |
| CAS | 1022980-26-2 |
| MDL Number | MFCD11226715 |
| Molecular Formula | C9H6F6 |
| Molecular Weight | 228.137 |
| Units | Price (USD) | Availability |
|---|
PN: 1800-3-0L
CAS: 1022980-26-2
Molecule Weight: 228.137
Formula: C9H6F6
PN: 1800-3-0E
CAS: 1138445-20-1
Molecule Weight: 228.137
Formula: C9H6F6
![2-[2-Fluoro-5-(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2801-3-35
CAS: 886761-79-1
Molecule Weight: 208.156
Formula: C9H8F4O
![2-[2-Fluoro-3-(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2801-3-33
CAS: 886761-81-5
Molecule Weight: 208.156
Formula: C9H8F4O
PN: 1800-3-X5
CAS: 36649-94-2
Molecule Weight: 232.101
Formula: C8H3F7
PN: 1800-3-41
CAS: 444-39-3
Molecule Weight: 300.099
Formula: C9H2F10
PN: 3837-3-48
CAS: 1706438-79-0
Molecule Weight: 217.167
Formula: C10H7F4N
PN: 1800-3-0N
CAS: 1099597-68-8
Molecule Weight: 246.128
Formula: C9H5F7
TSCA: Not listed on TSCA inventory