| Product Number | 4H30-3-12 |
| Synonyms | 5-Fluoro-2,3-dihydrobenzofuran-3-ylamine |
| Purity | 96 % |
| CAS | 885280-83-1 |
| MDL Number | MFCD06738727 |
| Molecular Formula | C8H8FNO |
| Molecular Weight | 153.156 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-3-12
CAS: 885280-83-1
Molecule Weight: 153.156
Formula: C8H8FNO
PN: 4H30-7-03
CAS: 1187927-83-8
Molecule Weight: 189.61
Formula: C8H9ClFNO
![2,3-Dihydro-5-fluorobenzo[b]furan](data:image/png;base64,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)
PN: 2H07-3-X1
CAS: 245762-35-0
Molecule Weight: 138.141
Formula: C8H7FO
PN: 4H33-7-R1
CAS: 2102408-57-9
Molecule Weight: 189.61
Formula: C8H9ClFNO
![5,7-Difluoro-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H07-3-X0
CAS: 175203-20-0
Molecule Weight: 156.132
Formula: C8H6F2O
TSCA: Not listed on TSCA inventory