| Product Number | 3H31-7-Y2 |
| Synonyms | 3-Chloro-N-cyclopropyl-5-(trifluoromethyl)pyridin-2-amine; N-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]cyclopropylamine |
| CAS | 1031619-96-1 |
| MDL Number | MFCD11117304 |
| Molecular Formula | C9H8ClF3N2 |
| Molecular Weight | 236.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-Y2
CAS: 1031619-96-1
Molecule Weight: 236.62
Formula: C9H8ClF3N2
PN: 3H31-7-2K
CAS: 1036594-37-2
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-2L
CAS: 1041557-60-1
Molecule Weight: 238.64
Formula: C9H10ClF3N2
PN: 3H31-7-75
CAS: 1185315-66-5
Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![N1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethane-1,2-diamine](data:image/png;base64,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)
PN: 3H30-7-03
CAS: 219478-19-0
Molecule Weight: 239.63
Formula: C8H9ClF3N3
![2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethanol](data:image/png;base64,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)
PN: 4H56-7-6J
CAS: 1053656-91-9
Molecule Weight: 240.61
Formula: C8H8ClF3N2O
Melting Point: 49-50 ℃
TSCA: Not listed on TSCA inventory