| Product Number | 3837-3-Y1 |
| Purity | 98 % |
| CAS | 240800-44-6 |
| MDL Number | MFCD00236270 |
| Molecular Formula | C9H4F5N |
| Molecular Weight | 221.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3837-3-Y1
CAS: 240800-44-6
Molecule Weight: 221.13
Formula: C9H4F5N
PN: 3837-3-08
CAS: 247113-90-2
Molecule Weight: 203.14
Formula: C9H5F4N
![2-[2-Fluoro-4-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-85
CAS: 239087-11-7
Molecule Weight: 203.14
Formula: C9H5F4N
PN: 3837-3-27
CAS: 1323966-11-5
Molecule Weight: 217.167
Formula: C10H7F4N
PN: 3837-3-20
CAS: 1017778-50-5
Molecule Weight: 271.138
Formula: C10H4F7N
PN: 3737-3-07
CAS: 261944-01-8
Molecule Weight: 167.159
Formula: C9H7F2N
PN: 3837-3-50
CAS: 1823323-72-3
Molecule Weight: 217.167
Formula: C10H7F4N
PN: 3837-3-30
CAS: 1000526-58-8
Molecule Weight: 203.14
Formula: C9H5F4N
TSCA: Not listed on TSCA inventory