| Product Number | 4655-1-W2 |
| Synonyms | N-(4-Amino-3-nitrophenyl)acetamide; 4-Acetamido-2-nitroaniline |
| CAS | 6086-29-9 |
| MDL Number | MFCD00035890 |
| Molecular Formula | C8H9N3O3 |
| Molecular Weight | 195.178 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4655-1-W2
CAS: 6086-29-9
Molecule Weight: 195.178
Formula: C8H9N3O3
PN: 4655-1-11
CAS: 1017082-81-3
Molecule Weight: 210.193
Formula: C8H10N4O3
![4'-[(2-Hydroxyethyl)amino]-3'-nitroacetanilide](data:image/png;base64,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)
PN: 4655-1-56
CAS: 34572-59-3
Molecule Weight: 239.231
Formula: C10H13N3O4
PN: 4755-1-0K
CAS: 56207-36-4
Molecule Weight: 194.19
Formula: C9H10N2O3
PN: 4754-1-Y0
CAS: 2719-14-4
Molecule Weight: 194.19
Formula: C9H10N2O3
PN: 4654-3-Z6
CAS: 351-32-6
Molecule Weight: 198.153
Formula: C8H7FN2O3
PN: 4654-1-52
CAS: 102877-08-7
Molecule Weight: 230.223
Formula: C12H10N2O3
Melting Point: 224-228 ℃
TSCA: Not listed on TSCA inventory
EINECS: 228-019-1
