| Product Number | 3832-7-00 |
| CAS | 472964-20-8 |
| MDL Number | MFCD31536877 |
| Molecular Formula | C14H13ClF3N |
| Molecular Weight | 287.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3832-7-00
CAS: 472964-20-8
Molecule Weight: 287.71
Formula: C14H13ClF3N
PN: 2815-3-27
CAS: 198205-95-7
Molecule Weight: 250.22
Formula: C14H9F3O
PN: 1800-3-0J
CAS: 567-15-7
Molecule Weight: 290.208
Formula: C14H8F6
![2'-(Trifluoromethyl)-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-X0
CAS: 811842-57-6
Molecule Weight: 273.68
Formula: C13H11ClF3N
![2'-(Trifluoromethyl)-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-48
CAS: 811842-39-4
Molecule Weight: 273.68
Formula: C13H11ClF3N
TSCA: Not listed on TSCA inventory