| Product Number | 4848-3-0C |
| Purity | 95 % |
| CAS | 34779-65-2 |
| MDL Number | MFCD00153288 |
| Molecular Formula | C9H8F3NO |
| Molecular Weight | 203.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-0C
CAS: 34779-65-2
Molecule Weight: 203.164
Formula: C9H8F3NO
![2-[2-(Trifluoromethyl)phenyl]acetohydrazide](data:image/png;base64,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)
PN: 4739-3-03
CAS: 428507-91-9
Molecule Weight: 218.179
Formula: C9H9F3N2O
![2-[2-(Trifluoromethyl)phenyl]ethan-1-amine](data:image/png;base64,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)
PN: 3830-3-58
CAS: 774-18-5
Molecule Weight: 189.181
Formula: C9H10F3N
![2-[2-(Trifluoromethyl)phenyl]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-34
CAS: 215797-66-3
Molecule Weight: 225.64
Formula: C9H11ClF3N
![2-[4-(Trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4848-3-0J
CAS: 41360-55-8
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4648-3-22
CAS: 383-19-7
Molecule Weight: 171.147
Formula: C8H7F2NO
TSCA: Not listed on TSCA inventory