| Product Number | 3H30-3-23 |
| Synonyms | 3-Fluoro-5-(trifluoromethyl)pyridin-2-amine; 6-Amino-alpha,alpha,alpha,5-tetrafluoro-3-picoline |
| Purity | 97 % |
| CAS | 852062-17-0 |
| MDL Number | MFCD10699117 |
| Molecular Formula | C6H4F4N2 |
| Molecular Weight | 180.106 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 162 | Contact for Availability | |
| 25 g | 162 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-23
CAS: 852062-17-0
Molecule Weight: 180.106
Formula: C6H4F4N2
PN: 3H39-3-34
CAS: 1188265-25-9
Molecule Weight: 195.121
Formula: C6H5F4N3
PN: 3H30-3-01
CAS: 74784-70-6
Molecule Weight: 162.115
Formula: C6H5F3N2
PN: 3H30-3-5Y
CAS: 1211523-68-0
Molecule Weight: 144.125
Formula: C6H6F2N2
PN: 3H30-3-8B
CAS: 1211590-31-6
Molecule Weight: 126.134
Formula: C6H7FN2
PN: 3H32-3-S0
CAS: 1099597-96-2
Molecule Weight: 165.091
Formula: C6H3F4N
![[3-Fluoro-5-(trifluoromethyl)pyridin-2-yl]prop-2-ynylamine](data:image/png;base64,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)
PN: 3H31-3-53
CAS: 1227382-06-0
Molecule Weight: 218.155
Formula: C9H6F4N2
Melting Point: 64-67 ℃
TSCA: Not listed on TSCA inventory