![4-[3-(Trifluoromethyl)phenyl]semicarbazide hydrochloride](data:image/png;base64,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)
| Product Number | 4856-7-43 |
| Purity | 97 % |
| CAS | 153513-69-0 |
| MDL Number | MFCD00060558 |
| Molecular Formula | C8H9ClF3N3O |
| Molecular Weight | 255.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 500 mg | 100 | In Stock | |
| 1 g | 140 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4856-7-43
CAS: 153513-69-0
Molecule Weight: 255.63
Formula: C8H9ClF3N3O
PN: 4853-3-13
CAS: 13114-87-9
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4848-3-Z0
CAS: 657-78-3
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4853-3-07
CAS: 1009068-29-4
Molecule Weight: 222.143
Formula: C8H6F4N2O
![3-(2-Chloroethyl)-1-[3-(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
PN: 4653-7-07
CAS: 500546-66-7
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
PN: 4853-3-09
CAS: 1000588-77-1
Molecule Weight: 222.143
Formula: C8H6F4N2O
PN: 4853-3-08
CAS: 343247-68-7
Molecule Weight: 222.143
Formula: C8H6F4N2O
PN: 4853-B-08
CAS: 1344345-60-3
Molecule Weight: 283.048
Formula: C8H6BrF3N2O
Melting Point: 163-166 ℃
TSCA: Not listed on TSCA inventory