| Product Number | 4856-3-X4 |
| Purity | 95 % |
| CAS | 344-95-6 |
| MDL Number | MFCD00221473 |
| Molecular Formula | C8H7F3N2O |
| Molecular Weight | 204.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4856-3-X4
CAS: 344-95-6
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4848-3-55
CAS: 24821-23-6
Molecule Weight: 257.135
Formula: C9H5F6NO
![{[2-(Trifluoromethyl)phenyl]methyl}hydrazine](data:image/png;base64,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)
PN: 3839-3-05
CAS: 627076-27-1
Molecule Weight: 190.169
Formula: C8H9F3N2
![{[2-(Trifluoromethyl)phenyl]methyl}hydrazine hydrochloride](data:image/png;base64,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)
PN: 3839-7-06
CAS: 1263378-37-5
Molecule Weight: 226.63
Formula: C8H10ClF3N2
PN: 4848-3-49
CAS: 261951-99-9
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-3-38
CAS: 886502-71-2
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4856-3-33
CAS: 887267-54-1
Molecule Weight: 222.143
Formula: C8H6F4N2O
Melting Point: 132-134 ℃
TSCA: Not listed on TSCA inventory
