| Product Number | 3837-B-04 |
| CAS | 1159512-69-2 |
| MDL Number | MFCD12026483 |
| Molecular Formula | C9H5BrF3N |
| Molecular Weight | 264.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3837-B-04
CAS: 1159512-69-2
Molecule Weight: 264.045
Formula: C9H5BrF3N
PN: 3837-B-01
CAS: 732306-26-2
Molecule Weight: 264.045
Formula: C9H5BrF3N
![2-[4-Bromo-2-fluoro-3-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-B-0W
CAS: 2385529-04-2
Molecule Weight: 282.036
Formula: C9H4BrF4N
PN: 3837-B-0E
CAS: 2384884-96-0
Molecule Weight: 278.072
Formula: C10H7BrF3N
![2-[3-(Trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-13
CAS: 2338-76-3
Molecule Weight: 185.149
Formula: C9H6F3N
PN: 3837-B-0G
CAS: 2384383-24-6
Molecule Weight: 278.072
Formula: C10H7BrF3N
![2-[3,5-Bis(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-35
CAS: 85068-32-2
Molecule Weight: 253.147
Formula: C10H5F6N
PN: 2817-B-19
CAS: 120077-70-5
Molecule Weight: 267.045
Formula: C9H6BrF3O
TSCA: Not listed on TSCA inventory