| Product Number | 4856-3-14 |
| Synonyms | Ethyl 4-(trifluoromethyl)carbanilate |
| Purity | 97 % |
| CAS | 23794-73-2 |
| MDL Number | MFCD04038879 |
| Molecular Formula | C10H10F3NO2 |
| Molecular Weight | 233.19 |
| Units | Price (USD) | Availability |
|---|
PN: 4856-3-14
CAS: 23794-73-2
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4856-3-54
CAS: 141940-37-6
Molecule Weight: 261.244
Formula: C12H14F3NO2
PN: 4756-3-0D
CAS:
Molecule Weight: 225.263
Formula: C12H16FNO2
![tert-Butyl N-[2-amino-4-(trifluoromethyl)phenyl]carbamate](data:image/png;base64,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)
PN: 4856-3-28
CAS: 579474-48-9
Molecule Weight: 276.259
Formula: C12H15F3N2O2
PN: 4856-3-X7
CAS: 2354-93-0
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4651-1-16
CAS: 144072-30-0
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4848-3-X0
CAS: 370-56-9
Molecule Weight: 247.217
Formula: C11H12F3NO2
PN: 4856-3-1B
CAS: 109134-07-8
Molecule Weight: 261.244
Formula: C12H14F3NO2
Melting Point: 107-108 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory