| Product Number | 4H56-1-ZW |
| Purity | 97 % |
| CAS | 3189-22-8 |
| MDL Number | MFCD00047203 |
| Molecular Formula | C9H9NO |
| Molecular Weight | 147.177 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-3-14
CAS: 396075-91-5
Molecule Weight: 201.148
Formula: C9H6F3NO
![3-Methoxy-11H-benzo[a]carbazole](data:image/png;base64,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)
PN: 4H56-1-503
CAS: 6132-90-7
Molecule Weight: 247.297
Formula: C17H13NO
Boiling Point: 106 ℃ @ 0.39 mmHg
Refractive Index: 1.61 @ ℃
Density: 1.13
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 221-690-1
