| Product Number | 4H48-3-93 |
| Synonyms | 7-Fluoro-3,4-dihydro-2H-isoquinolin-1-one |
| Purity | 98 % |
| CAS | 885273-83-6 |
| MDL Number | MFCD04114878 |
| Molecular Formula | C9H8FNO |
| Molecular Weight | 165.167 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-93
CAS: 885273-83-6
Molecule Weight: 165.167
Formula: C9H8FNO
PN: 4H48-3-96
CAS: 230301-83-4
Molecule Weight: 165.167
Formula: C9H8FNO
PN: 4H48-3-87
CAS: 214045-84-8
Molecule Weight: 165.167
Formula: C9H8FNO
PN: 3H31-3-72
CAS: 406923-91-9
Molecule Weight: 151.184
Formula: C9H10FN
PN: 3H31-7-19
CAS: 799274-06-9
Molecule Weight: 187.64
Formula: C9H11ClFN
PN: 4H48-1-KU
CAS: 1196-38-9
Molecule Weight: 147.177
Formula: C9H9NO
PN: 4H48-B-0N
CAS: 1341674-79-0
Molecule Weight: 244.063
Formula: C9H7BrFNO
![4-[(7-Fluoro-1-oxo-3,4-dihydroisoquinolin-2-yl)methyl]benzoic acid](data:image/png;base64,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)
PN: 4H29-1-30
CAS: 1216202-32-2
Molecule Weight: 299.301
Formula: C17H14FNO3
TSCA: Not listed on TSCA inventory