| Product Number | 4H54-1-T6 |
| CAS | 300541-91-7 |
| MDL Number | MFCD00439926 |
| Molecular Formula | C11H12N2O4 |
| Molecular Weight | 236.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-T6
CAS: 300541-91-7
Molecule Weight: 236.227
Formula: C11H12N2O4
![N-[2-Nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H54-3-X2
CAS: 62054-72-2
Molecule Weight: 276.215
Formula: C11H11F3N2O3
PN: 4H54-1-2M
CAS: 942474-64-8
Molecule Weight: 280.28
Formula: C13H16N2O5
PN: 4H54-1-T4
CAS: 284679-97-6
Molecule Weight: 220.228
Formula: C11H12N2O3
PN: 4H54-1-T5
CAS: 39911-29-0
Molecule Weight: 234.255
Formula: C12H14N2O3
![3-[4-(Morpholin-4-yl)-3-nitrophenyl]acrylic acid](data:image/png;base64,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)
PN: 4H56-1-5W
CAS: 300541-93-9
Molecule Weight: 278.264
Formula: C13H14N2O5
PN: 4755-1-0D
CAS: 100418-33-5
Molecule Weight: 196.206
Formula: C9H12N2O3
PN: 4H54-1-BF
CAS: 5320-98-9
Molecule Weight: 208.217
Formula: C10H12N2O3
Melting Point: 53-55 ℃
TSCA: Not listed on TSCA inventory