| Product Number | 1800-3-0E |
| Purity | 97 % |
| CAS | 1138445-20-1 |
| MDL Number | MFCD11226712 |
| Molecular Formula | C9H6F6 |
| Molecular Weight | 228.137 |
| Units | Price (USD) | Availability |
|---|
PN: 1800-3-0E
CAS: 1138445-20-1
Molecule Weight: 228.137
Formula: C9H6F6
PN: 1800-3-0L
CAS: 1022980-26-2
Molecule Weight: 228.137
Formula: C9H6F6
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: 1800-3-0Y
CAS: 1609026-46-1
Molecule Weight: 196.12
Formula: C8H5F5
![2-[4-Fluoro-3-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-87
CAS: 220239-65-6
Molecule Weight: 203.14
Formula: C9H5F4N
PN: 3837-3-31
CAS: 1373920-75-2
Molecule Weight: 217.167
Formula: C10H7F4N
PN: 1800-2-X0
CAS: 793-92-0
Molecule Weight: 336.08
Formula: C9F12
TSCA: Not listed on TSCA inventory