| Product Number | 2801-3-12 |
| Synonyms | OTF-BYL |
| Purity | 98 % |
| CAS | 346-06-5 |
| MDL Number | MFCD00004621 |
| Molecular Formula | C8H7F3O |
| Molecular Weight | 176.138 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2801-3-12
CAS: 346-06-5
Molecule Weight: 176.138
Formula: C8H7F3O
PN: 2701-3-35
CAS: 1018678-49-3
Molecule Weight: 158.148
Formula: C8H8F2O
PN: 2801-3-32
CAS: 886502-81-4
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2807-3-0W
CAS: 227948-39-2
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2801-3-X0
CAS: 143158-15-0
Molecule Weight: 244.136
Formula: C9H6F6O
PN: 2801-3-28
CAS: 261952-12-9
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2801-3-X7
CAS: 302911-97-3
Molecule Weight: 244.136
Formula: C9H6F6O
![O-[2-(Trifluoromethyl)benzyl]hydroxylamine hydrochloride](data:image/png;base64,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)
PN: 4856-7-06
CAS: 215599-92-1
Molecule Weight: 227.61
Formula: C8H9ClF3NO
Melting Point: 4.2 ℃
Boiling Point: 80-83 ℃
Refractive Index: 1.47
Density: 1.33
Flash Point: 92 ℃
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000
EINECS: 206-467-9