| Product Number | 4H54-1-BF |
| Synonyms | 2-(Morpholin-4-yl)nitrobenzene |
| CAS | 5320-98-9 |
| MDL Number | MFCD00115942 |
| Molecular Formula | C10H12N2O3 |
| Molecular Weight | 208.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-BF
CAS: 5320-98-9
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 4H54-1-X9
CAS: 5367-65-7
Molecule Weight: 223.232
Formula: C10H13N3O3
![2-[Methyl(2-nitrophenyl)amino]ethanol](data:image/png;base64,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)
PN: 4656-1-9S
CAS: 106744-74-5
Molecule Weight: 196.206
Formula: C9H12N2O3
PN: 4H55-3-02
CAS: 238418-75-2
Molecule Weight: 226.207
Formula: C10H11FN2O3
PN: 4H54-5-30
CAS: 65976-60-5
Molecule Weight: 242.66
Formula: C10H11ClN2O3
PN: 4655-1-17
CAS: 4926-55-0
Molecule Weight: 182.179
Formula: C8H10N2O3
PN: 4H55-1-20
CAS: 942474-27-3
Molecule Weight: 251.286
Formula: C12H17N3O3
PN: 4655-1-1H
CAS: 2216-17-3
Molecule Weight: 194.234
Formula: C10H14N2O2
TSCA: Not listed on TSCA inventory