| Product Number | 4848-3-02 |
| Purity | 98 % |
| CAS | 344-62-7 |
| MDL Number | MFCD00013555 |
| 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: 4848-3-02
CAS: 344-62-7
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-7-X2
CAS: 3792-04-9
Molecule Weight: 237.61
Formula: C9H7ClF3NO
PN: 4858-3-42
CAS: 134514-34-4
Molecule Weight: 218.179
Formula: C9H9F3N2O
PN: 4848-3-52
CAS: 125686-52-4
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4848-3-X4
CAS: 175277-96-0
Molecule Weight: 228.174
Formula: C10H7F3N2O
PN: 4848-K-01
CAS: 97760-98-0
Molecule Weight: 329.061
Formula: C9H7F3INO
PN: 4848-B-01
CAS: 29124-62-7
Molecule Weight: 282.06
Formula: C9H7BrF3NO
![3-Oxo-N-[2-(trifluoromethyl)phenyl]butanamide](data:image/png;base64,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)
PN: 4848-3-0E
CAS: 81761-28-6
Molecule Weight: 245.201
Formula: C11H10F3NO2
Melting Point: 94-95 ℃
TSCA: Not listed on TSCA inventory
EINECS: 206-453-2
RTECS: AN3760000