| Product Number | 4654-1-4Y |
| Synonyms | N-(4-Formyl-2-nitrophenyl)acetamide; 4-Acetamido-3-nitrobenzaldehyde |
| CAS | 51818-98-5 |
| MDL Number | MFCD00092015 |
| Molecular Formula | C9H8N2O4 |
| Molecular Weight | 208.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-1-4Y
CAS: 51818-98-5
Molecule Weight: 208.173
Formula: C9H8N2O4
PN: 4H55-1-89
CAS: 1539-06-6
Molecule Weight: 224.172
Formula: C9H8N2O5
PN: 4655-1-Z5
CAS: 29289-18-7
Molecule Weight: 205.173
Formula: C9H7N3O3
PN: 4655-1-U1
CAS: 99841-36-8
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4654-3-2F
CAS: 396-12-3
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![N-[4-(tert-Butyl)-2-nitrophenyl]-2-chloroacetamide](data:image/png;base64,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)
PN: 4755-5-06
CAS: 680213-46-1
Molecule Weight: 270.71
Formula: C12H15ClN2O3
PN: 4655-1-25
CAS: 59935-39-6
Molecule Weight: 194.19
Formula: C9H10N2O3
Melting Point: 155-156 ℃
TSCA: Not listed on TSCA inventory
