| Product Number | 4647-5-X1 |
| Synonyms | N-Hydroxy-4-methoxybenzenecarboximidoyl chloride; 4-[Chloro(hydroxyimino)methyl]anisole |
| CAS | 38435-51-7 |
| MDL Number | MFCD01924588 |
| Molecular Formula | C8H8ClNO2 |
| Molecular Weight | 185.61 |
| Units | Price (USD) | Availability |
|---|
PN: 4647-5-X1
CAS: 38435-51-7
Molecule Weight: 185.61
Formula: C8H8ClNO2
![(E)-N-[(4-Methoxyphenyl)methylidene]hydroxylamine](data:image/png;base64,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)
PN: 4647-1-19
CAS: 3235-04-9
Molecule Weight: 151.165
Formula: C8H9NO2
Melting Point: 84-89 ℃
TSCA: Not listed on TSCA inventory