| Product Number | 4H54-1-18 |
| Purity | 95 % |
| CAS | 10389-51-2 |
| MDL Number | MFCD00023317 |
| Molecular Formula | C10H12N2O3 |
| Molecular Weight | 208.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-18
CAS: 10389-51-2
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 4H55-1-52
CAS: 54998-00-4
Molecule Weight: 223.232
Formula: C10H13N3O3
PN: 4H54-1-JW
CAS: 29842-64-6
Molecule Weight: 236.271
Formula: C12H16N2O3
PN: 4H54-1-3Q
CAS: 220679-09-4
Molecule Weight: 222.244
Formula: C11H14N2O3
PN: 4655-1-1J
CAS: 2216-15-1
Molecule Weight: 194.234
Formula: C10H14N2O2
PN: 4H54-3-Z0
CAS: 2689-39-6
Molecule Weight: 226.207
Formula: C10H11FN2O3
![2-[(4-Nitrophenyl)amino]ethanol](data:image/png;base64,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)
PN: 4656-1-A5
CAS: 1965-54-4
Molecule Weight: 182.179
Formula: C8H10N2O3
PN: 4H54-5-31
CAS: 55435-71-7
Molecule Weight: 242.66
Formula: C10H11ClN2O3
Melting Point: 148-152 ℃
TSCA: Not listed on TSCA inventory
EINECS: 233-851-3