| Product Number | 4648-3-22 |
| Purity | 90 % |
| CAS | 383-19-7 |
| MDL Number | MFCD00183287 |
| Molecular Formula | C8H7F2NO |
| Molecular Weight | 171.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 55 | In Stock | |
| 5 g | 150 | In Stock | |
| 25 g | 395 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-22
CAS: 383-19-7
Molecule Weight: 171.147
Formula: C8H7F2NO
![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: 3630-3-51
CAS: 55601-21-3
Molecule Weight: 157.164
Formula: C8H9F2N
PN: 4848-3-0C
CAS: 34779-65-2
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4856-3-10
CAS: 428507-97-5
Molecule Weight: 218.179
Formula: C9H9F3N2O
Melting Point: 114-115 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory