![Methyl 4-[(Z)-amino(hydroxyimino)methyl]benzoate](data:image/png;base64,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)
| Product Number | 4947-1-X1 |
| Purity | 95 % |
| CAS | 184778-33-4 |
| MDL Number | MFCD06797503 |
| Molecular Formula | C9H10N2O3 |
| Molecular Weight | 194.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![Methyl 4-[amino(hydroxyimino)methyl]benzoate](data:image/png;base64,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)
PN: 4641-1-01
CAS: 65695-05-8
Molecule Weight: 194.19
Formula: C9H10N2O3
PN: 4947-1-X1
CAS: 184778-33-4
Molecule Weight: 194.19
Formula: C9H10N2O3
PN: 4657-5-29
CAS: 42823-72-3
Molecule Weight: 200.62
Formula: C8H9ClN2O2
PN: 4658-5-X1
CAS: 6232-11-7
Molecule Weight: 201.65
Formula: C9H12ClNO2
Melting Point: 172-174 ℃
TSCA: Not listed on TSCA inventory
