| Product Number | 3830-7-0C |
| Purity | 95.0 % |
| CAS | 1228879-24-0 |
| MDL Number | MFCD09028131 |
| Molecular Formula | C10H11ClF3N |
| Molecular Weight | 237.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-7-0C
CAS: 1228879-24-0
Molecule Weight: 237.65
Formula: C10H11ClF3N
![1-[2-(Trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-82
CAS: 473732-54-6
Molecule Weight: 203.208
Formula: C10H12F3N
![2-[2-(Trifluoromethyl)phenyl]propan-2-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-40
CAS: 1439896-64-6
Molecule Weight: 239.67
Formula: C10H13ClF3N
![(R)-1-[2-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-R2
CAS: 127733-46-4
Molecule Weight: 189.181
Formula: C9H10F3N
![(S)-1-[2-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-S2
CAS: 127733-39-5
Molecule Weight: 189.181
Formula: C9H10F3N
![1-[2-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-72
CAS: 273384-78-4
Molecule Weight: 189.181
Formula: C9H10F3N
TSCA: Not listed on TSCA inventory