| Product Number | 4853-3-10 |
| CAS | 343247-65-4 |
| MDL Number | MFCD09813861 |
| Molecular Formula | C8H7F3N2O |
| Molecular Weight | 204.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4853-3-10
CAS: 343247-65-4
Molecule Weight: 204.152
Formula: C8H7F3N2O
![1-(2-Chloroethyl)-3-[4-(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
PN: 4853-7-03
CAS: 13908-39-9
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
PN: 4853-3-01
CAS: 1980054-49-6
Molecule Weight: 222.143
Formula: C8H6F4N2O
PN: 4853-3-11
CAS: 1980038-63-8
Molecule Weight: 222.143
Formula: C8H6F4N2O
PN: 4853-B-10
CAS: 1980035-63-9
Molecule Weight: 283.048
Formula: C8H6BrF3N2O
PN: 4848-3-04
CAS: 349-97-3
Molecule Weight: 203.164
Formula: C9H8F3NO
TSCA: Not listed on TSCA inventory
