| Product Number | 3H31-3-00 |
| Synonyms | N-Ethyl-5-(trifluoromethyl)pyridin-2-amine; N-[5-(Trifluoromethyl)pyridin-2-yl]ethylamine |
| Purity | 95 % |
| CAS | 89810-00-4 |
| MDL Number | MFCD11118753 |
| Molecular Formula | C8H9F3N2 |
| Molecular Weight | 190.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-00
CAS: 89810-00-4
Molecule Weight: 190.169
Formula: C8H9F3N2
![N1-[5-(Trifluoromethyl)pyridin-2-yl]ethane-1,2-diamine](data:image/png;base64,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)
PN: 3H31-3-0B
CAS: 207557-34-4
Molecule Weight: 205.184
Formula: C8H10F3N3
PN: 3H31-3-41
CAS: 937602-15-8
Molecule Weight: 176.142
Formula: C7H7F3N2
PN: 3H32-3-2E
CAS: 136539-99-6
Molecule Weight: 190.169
Formula: C8H9F3N2
PN: 3H31-7-2N
CAS:
Molecule Weight: 238.64
Formula: C9H10ClF3N2
PN: 3H31-3-5V
CAS: 1036492-27-9
Molecule Weight: 190.169
Formula: C8H9F3N2
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![1-[5-(Trifluoromethyl)pyrid-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-12
CAS: 132834-58-3
Molecule Weight: 231.222
Formula: C10H12F3N3
Melting Point: 74-76 ℃
TSCA: Not listed on TSCA inventory