| Product Number | 4647-5-07 |
| Synonyms | 3-Chloro-N'-hydroxybenzenecarboximidamide |
| Purity | 97 % |
| CAS | 22179-77-7 |
| MDL Number | MFCD06200898 |
| Molecular Formula | C7H7ClN2O |
| Molecular Weight | 170.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4647-1-04
CAS: 261761-55-1
Molecule Weight: 205.04
Formula: C7H6Cl2N2O
PN: 3641-5-0B
CAS: 24095-60-1
Molecule Weight: 191.06
Formula: C7H8Cl2N2
PN: 3641-5-01
CAS: 22978-61-6
Molecule Weight: 225.5
Formula: C7H7Cl3N2
PN: 4647-5-04
CAS: 175205-80-8
Molecule Weight: 220.05
Formula: C7H7Cl2N3O
PN: 4647-5-11
CAS: 131782-71-3
Molecule Weight: 185.61
Formula: C7H8ClN3O
![(E)-N-[(3-Chlorophenyl)methylidene]hydroxylamine](data:image/png;base64,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)
PN: 4647-5-E0
CAS: 92062-57-2
Molecule Weight: 155.58
Formula: C7H6ClNO
PN: 4H47-5-46
CAS: 5033-28-3
Molecule Weight: 170.6
Formula: C7H7ClN2O
TSCA: Not listed on TSCA inventory