| Product Number | 3H39-3-03 |
| Synonyms | [3-(Trifluoromethyl)pyridin-2-yl]hydrazine; 2-Hydrazino-alpha,alpha,alpha-trifluoro-3-picoline |
| Purity | 97 % |
| CAS | 89570-83-2 |
| MDL Number | MFCD01320804 |
| Molecular Formula | C6H6F3N3 |
| Molecular Weight | 177.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H39-3-03
CAS: 89570-83-2
Molecule Weight: 177.13
Formula: C6H6F3N3
PN: 3H30-3-Y2
CAS: 183610-70-0
Molecule Weight: 162.115
Formula: C6H5F3N2
PN: 3H30-3-7U
CAS: 878804-93-4
Molecule Weight: 144.125
Formula: C6H6F2N2
PN: 3H33-7-0Y
CAS:
Molecule Weight: 180.58
Formula: C6H7ClF2N2
![N-[3-(Trifluoromethyl)pyridin-2-yl]-N-methylhydrazine](data:image/png;base64,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)
PN: 3H39-3-X3
CAS: 175205-68-2
Molecule Weight: 191.157
Formula: C7H8F3N3
PN: 3H39-3-0E
CAS: 129015-67-4
Molecule Weight: 245.128
Formula: C7H5F6N3
PN: 3H39-3-05
CAS: 89570-85-4
Molecule Weight: 177.13
Formula: C6H6F3N3
PN: 3H31-3-2Q
CAS: 1036584-14-1
Molecule Weight: 176.142
Formula: C7H7F3N2
Melting Point: 64-65 ℃
Density: 0.936
TSCA: Not listed on TSCA inventory