| Product Number | 4654-5-14 |
| Synonyms | 2-Chloro-5-nitro-N-phenylbenzamide |
| Purity | 95 % |
| CAS | 22978-25-2 |
| MDL Number | MFCD01215270 |
| Molecular Formula | C13H9ClN2O3 |
| Molecular Weight | 276.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-5-14
CAS: 22978-25-2
Molecule Weight: 276.68
Formula: C13H9ClN2O3
PN: 4H54-5-90
CAS: 313516-66-4
Molecule Weight: 277.66
Formula: C12H8ClN3O3
PN: 4655-5-36
CAS: 85469-93-8
Molecule Weight: 214.61
Formula: C8H7ClN2O3
PN: 4654-1-36
CAS: 599171-08-1
Molecule Weight: 256.261
Formula: C14H12N2O3
PN: 4655-1-03
CAS: 30481-54-0
Molecule Weight: 257.249
Formula: C13H11N3O3
PN: 4654-7-47
CAS: 260442-70-4
Molecule Weight: 312.66
Formula: C13H7ClF2N2O3
![N-[3,5-Bis(trifluoromethyl)phenyl]-4-chloro-3-nitrobenzamide](data:image/png;base64,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)
PN: 4854-7-31
CAS: 646456-08-8
Molecule Weight: 412.67
Formula: C15H7ClF6N2O3
TSCA: Not listed on TSCA inventory
