| Product Number | 3831-3-63 |
| Purity | 95 % |
| CAS | 90390-07-1 |
| MDL Number | MFCD04115410 |
| Molecular Formula | C9H10F3N |
| Molecular Weight | 189.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3831-3-63
CAS: 90390-07-1
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-3-43
CAS: 2740-83-2
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 3830-3-29
CAS: 292151-97-4
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-3-45
CAS: 85068-29-7
Molecule Weight: 243.152
Formula: C9H7F6N
![(S)-N-{1-[3-(trifluoromethyl)phenyl]ethyl}methylamine](data:image/png;base64,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)
PN: 3831-3-S3
CAS: 1212264-66-8
Molecule Weight: 203.208
Formula: C10H12F3N
![N-{1-[3-(trifluoromethyl)phenyl]ethyl}methylamine](data:image/png;base64,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)
PN: 3831-3-03
CAS: 118761-99-2
Molecule Weight: 203.208
Formula: C10H12F3N
![(R)-N-{1-[3-(trifluoromethyl)phenyl]ethyl}methylamine](data:image/png;base64,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)
PN: 3831-3-R3
CAS: 1212101-09-1
Molecule Weight: 203.208
Formula: C10H12F3N
PN: 3831-3-77
CAS: 16065-24-0
Molecule Weight: 215.219
Formula: C11H12F3N
TSCA: Not listed on TSCA inventory