| Product Number | 1800-3-18 |
| CAS | 366-04-1 |
| MDL Number | MFCD03426089 |
| Molecular Formula | C13H9F3 |
| Molecular Weight | 222.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3'-(Trifluoromethyl)-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2815-3-12
CAS: 100036-64-4
Molecule Weight: 250.22
Formula: C14H9F3O
![3'-(Trifluoromethyl)[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2815-3-46
CAS: 126091-24-5
Molecule Weight: 250.22
Formula: C14H9F3O
![{3-[3-(Trifluoromethyl)phenyl]phenyl}methanol](data:image/png;base64,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)
PN: 2801-3-43
CAS: 773872-61-0
Molecule Weight: 252.236
Formula: C14H11F3O
![{4-[3-(Trifluoromethyl)phenyl]phenyl}methanol](data:image/png;base64,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)
PN: 2801-3-44
CAS: 773872-63-2
Molecule Weight: 252.236
Formula: C14H11F3O
![4-[3,5-Bis(trifluoromethyl)phenyl]iodobenzene](data:image/png;base64,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)
PN: 1800-K-06
CAS: 886762-46-5
Molecule Weight: 416.105
Formula: C14H7F6I
![4-[3-(Trifluoromethyl)phenyl]aniline](data:image/png;base64,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)
PN: 3830-3-46
CAS: 397-28-4
Molecule Weight: 237.225
Formula: C13H10F3N
![3'-(Trifluoromethyl)-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-06
CAS: 3838-42-4
Molecule Weight: 273.68
Formula: C13H11ClF3N
Density: 1.22
TSCA: Not listed on TSCA inventory