| Product Number | 4H07-3-0H |
| CAS | 200207-21-2 |
| MDL Number | MFCD11109588 |
| Molecular Formula | C9H7F2NO |
| Molecular Weight | 183.158 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-3-0H
CAS: 200207-21-2
Molecule Weight: 183.158
Formula: C9H7F2NO
PN: 4H01-3-1S
CAS: 53985-75-4
Molecule Weight: 229.158
Formula: C10H6F3NO2
PN: 4H07-3-55
CAS: 57330-49-1
Molecule Weight: 215.175
Formula: C10H8F3NO
PN: 4H56-1-484
CAS: 61822-18-2
Molecule Weight: 227.263
Formula: C14H13NO2
![9-Methoxy-11H-benzo[a]carbazole](data:image/png;base64,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)
PN: 4H56-1-553
CAS: 1607470-17-6
Molecule Weight: 247.297
Formula: C17H13NO
TSCA: Not listed on TSCA inventory
