| Product Number | 4848-3-63 |
| CAS | 400073-82-7 |
| MDL Number | MFCD02656545 |
| Molecular Formula | C14H11F3N2O |
| Molecular Weight | 280.25 |
| Units | Price (USD) | Availability |
|---|
PN: 4848-3-63
CAS: 400073-82-7
Molecule Weight: 280.25
Formula: C14H11F3N2O
![N-[4-(Trifluoromethyl)phenyl]3-(trifluoromethyl)benzamide](data:image/png;base64,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)
PN: 4848-3-11
CAS: 195371-89-2
Molecule Weight: 333.233
Formula: C15H9F6NO
PN: 4848-3-44
CAS: 33489-71-3
Molecule Weight: 283.226
Formula: C14H9F4NO
![2-{[4-(Trifluoromethyl)benzoyl]amino}aniline](data:image/png;base64,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)
PN: 4848-3-59
CAS: 400073-81-6
Molecule Weight: 280.25
Formula: C14H11F3N2O
PN: 4848-3-42
CAS: 199461-55-7
Molecule Weight: 283.226
Formula: C14H9F4NO
PN: 4848-3-0A
CAS: 1011244-72-6
Molecule Weight: 280.25
Formula: C14H11F3N2O
PN: 4848-F-07
CAS: 1065483-58-0
Molecule Weight: 378.57
Formula: C14H8BrClF3NO
![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
TSCA: Not listed on TSCA inventory