| Product Number | 3830-3-76 |
| CAS | 581812-93-3 |
| MDL Number | MFCD11848970 |
| Molecular Formula | C11H12F3N |
| Molecular Weight | 215.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-76
CAS: 581812-93-3
Molecule Weight: 215.219
Formula: C11H12F3N
![1-[4-(Trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-84
CAS: 885276-54-0
Molecule Weight: 203.208
Formula: C10H12F3N
![1-[4-(Difluoromethyl)phenyl]cyclohexanamine](data:image/png;base64,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)
PN: 3730-3-60
CAS: 1704116-17-5
Molecule Weight: 225.283
Formula: C13H17F2N
![(S)-1-[4-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-S4
CAS: 84499-73-0
Molecule Weight: 189.181
Formula: C9H10F3N
![(R)-1-[4-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-R4
CAS: 578027-35-7
Molecule Weight: 189.181
Formula: C9H10F3N
![1-[4-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-74
CAS: 15996-84-6
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-7-R0
CAS: 856645-99-3
Molecule Weight: 225.64
Formula: C9H11ClF3N
PN: 3630-7-0C
CAS: 15996-89-1
Molecule Weight: 239.67
Formula: C10H13ClF3N
TSCA: Not listed on TSCA inventory