| Product Number | 3H32-3-4V |
| CAS | 257862-75-2 |
| MDL Number | MFCD00209082 |
| Molecular Formula | C11H10F3N3 |
| Molecular Weight | 241.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-4V
CAS: 257862-75-2
Molecule Weight: 241.217
Formula: C11H10F3N3
PN: 3H32-3-4U
CAS: 257862-87-6
Molecule Weight: 269.271
Formula: C13H14F3N3
![N-[5-(Trifluoromethyl)pyridin-2-yl]-N-methylhydrazine](data:image/png;base64,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)
PN: 3H39-3-X0
CAS: 163620-24-4
Molecule Weight: 191.157
Formula: C7H8F3N3
TSCA: Not listed on TSCA inventory