| Product Number | 4848-3-70 |
| CAS | 1421933-30-3 |
| MDL Number | MFCD23378558 |
| Molecular Formula | C14H11F4N3O |
| Molecular Weight | 313.256 |
| Units | Price (USD) | Availability |
|---|
PN: 4848-3-70
CAS: 1421933-30-3
Molecule Weight: 313.256
Formula: C14H11F4N3O
PN: 4848-3-69
CAS: 1421933-32-5
Molecule Weight: 295.265
Formula: C14H12F3N3O
![N-[3-(Trifluoromethyl)phenyl]benzamide](data:image/png;base64,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)
PN: 4848-3-15
CAS: 1939-24-8
Molecule Weight: 265.235
Formula: C14H10F3NO
PN: 4648-3-96
CAS: 216502-06-6
Molecule Weight: 230.242
Formula: C13H11FN2O
![N-[3-(Trifluoromethyl)phenyl]-4-(trifluoromethyl)benzamide](data:image/png;base64,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)
PN: 4848-3-41
CAS: 886761-99-5
Molecule Weight: 333.233
Formula: C15H9F6NO
PN: 4848-3-Z2
CAS: 1939-22-6
Molecule Weight: 279.262
Formula: C15H12F3NO
PN: 4H48-5-6E
CAS: 1421933-38-1
Molecule Weight: 261.71
Formula: C13H12ClN3O
TSCA: Not listed on TSCA inventory