| Product Number | 4654-3-Z4 |
| Synonyms | 1-(5-Fluoro-2-methoxy-3-nitrophenyl)ethan-1-one |
| CAS | 685892-18-6 |
| MDL Number | MFCD03789144 |
| Molecular Formula | C9H8FNO4 |
| Molecular Weight | 213.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-3-Z4
CAS: 685892-18-6
Molecule Weight: 213.164
Formula: C9H8FNO4
PN: 4654-3-7L
CAS: 364-27-2
Molecule Weight: 213.164
Formula: C9H8FNO4
![5-Fluoro-7-nitrobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 4H54-3-1N
CAS: 1337847-29-6
Molecule Weight: 197.121
Formula: C8H4FNO4
PN: 4654-B-0K
CAS: 2149598-69-4
Molecule Weight: 292.06
Formula: C9H7BrFNO4
PN: 4654-1-0Q
CAS: 38226-01-6
Molecule Weight: 211.173
Formula: C9H9NO5
PN: 4654-3-7G
CAS: 320-70-7
Molecule Weight: 199.137
Formula: C8H6FNO4
PN: 4654-1-0P
CAS: 102877-53-2
Molecule Weight: 211.173
Formula: C9H9NO5
PN: 4654-3-5L
CAS: 7087-61-8
Molecule Weight: 183.138
Formula: C8H6FNO3
TSCA: Not listed on TSCA inventory