| Product Number | 4653-3-02 |
| Purity | 95 % |
| CAS | 82971-90-2 |
| MDL Number | MFCD03788552 |
| Molecular Formula | C8H7F3N2O2 |
| Molecular Weight | 220.151 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4653-3-02
CAS: 82971-90-2
Molecule Weight: 220.151
Formula: C8H7F3N2O2
![N-(2-Chloroethyl)-N'-[4-(trifluoromethoxy)phenyl]urea](data:image/png;base64,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)
PN: 4653-7-02
CAS: 937601-75-7
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
![N-(4-Chlorophenyl)-N'-[4-(trifluoromethoxy)phenyl]urea](data:image/png;base64,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)
PN: 4653-7-00
CAS: 54730-71-1
Molecule Weight: 330.69
Formula: C14H10ClF3N2O2
![N-(4-Chlorophenyl)-N'-[3-(difluoromethoxy)phenyl]urea](data:image/png;base64,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)
PN: 4653-3-09
CAS: 886542-48-9
Molecule Weight: 312.7
Formula: C14H11ClF2N2O2
PN: 4656-3-Y2
CAS: 41419-59-4
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-7-56
CAS: 1215206-28-2
Molecule Weight: 227.61
Formula: C8H9ClF3NO
PN: 4648-3-Y5
CAS: 1737-06-0
Molecule Weight: 219.163
Formula: C9H8F3NO2
Melting Point: 153-155 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
