| Product Number | 3837-B-0M |
| CAS | 2091737-61-8 |
| MDL Number | MFCD32640119 |
| Molecular Formula | C9H4BrF4N |
| Molecular Weight | 282.036 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3837-B-0M
CAS: 2091737-61-8
Molecule Weight: 282.036
Formula: C9H4BrF4N
PN: 1800-B-1G
CAS: 2167351-45-1
Molecule Weight: 257.026
Formula: C8H5BrF4
![2-[2-Fluoro-6-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-88
CAS: 179946-34-0
Molecule Weight: 203.14
Formula: C9H5F4N
PN: 1800-B-1A
CAS: 2091622-35-2
Molecule Weight: 335.922
Formula: C8H4Br2F4
PN: 3837-B-X3
CAS: 1159512-49-8
Molecule Weight: 264.045
Formula: C9H5BrF3N
PN: 2821-B-0M
CAS: 2385598-79-6
Molecule Weight: 301.035
Formula: C9H5BrF4O2
PN: 3837-B-0H
CAS: 2091737-50-5
Molecule Weight: 282.036
Formula: C9H4BrF4N
PN: 2815-B-0J
CAS: 2090471-20-6
Molecule Weight: 271.009
Formula: C8H3BrF4O
TSCA: Not listed on TSCA inventory