| Product Number | 4647-5-X7 |
| Synonyms | 1-(2,4-Dichlorophenyl)ethan-1-one oxime |
| Purity | 98 % |
| CAS | 71516-67-1 |
| MDL Number | MFCD00068065 |
| Molecular Formula | C8H7Cl2NO |
| Molecular Weight | 204.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4647-5-X7
CAS: 71516-67-1
Molecule Weight: 204.05
Formula: C8H7Cl2NO
![(Z)-N-[1-(4-Chlorophenyl)ethylidene]hydroxylamine](data:image/png;base64,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)
PN: 4647-5-Z6
CAS: 1956-39-4
Molecule Weight: 169.61
Formula: C8H8ClNO
PN: 4647-5-0K
CAS: 1219940-12-1
Molecule Weight: 183.64
Formula: C9H10ClNO
PN: 4647-5-18
CAS: 25185-95-9
Molecule Weight: 190.02
Formula: C7H5Cl2NO
Melting Point: 148-151 ℃
TSCA: Not listed on TSCA inventory
