| Product Number | 3837-B-00 |
| CAS | 1214372-42-5 |
| MDL Number | MFCD13185429 |
| Molecular Formula | C9H5BrF3N |
| Molecular Weight | 264.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3837-B-00
CAS: 1214372-42-5
Molecule Weight: 264.045
Formula: C9H5BrF3N
![2-[2-Bromo-4-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-B-24
CAS: 474024-36-7
Molecule Weight: 264.045
Formula: C9H5BrF3N
PN: 1800-B-0H
CAS: 121793-12-2
Molecule Weight: 239.035
Formula: C8H6BrF3
PN: 3837-B-0E
CAS: 2384884-96-0
Molecule Weight: 278.072
Formula: C10H7BrF3N
PN: 1700-B-Z1
CAS: 1204295-61-3
Molecule Weight: 235.072
Formula: C9H9BrF2
PN: 1800-B-11
CAS: 7617-93-8
Molecule Weight: 293.006
Formula: C8H3BrF6
PN: 1800-B-0F
CAS:
Molecule Weight: 257.026
Formula: C8H5BrF4
PN: 2817-B-36
CAS: 1807875-04-2
Molecule Weight: 267.045
Formula: C9H6BrF3O
TSCA: Not listed on TSCA inventory