| Product Number | 4H01-1-T1 |
| CAS | 1075-25-8 |
| MDL Number | MFCD02179594 |
| 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 |
![8-Methyl-11H-benzo[a]carbazole](data:image/png;base64,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)
PN: 3H31-1-4K
CAS: 21064-33-5
Molecule Weight: 231.298
Formula: C17H13N
PN: 4H56-1-18
CAS: 508233-98-5
Molecule Weight: 176.219
Formula: C10H12N2O
Melting Point: 66-70 ℃
TSCA: Not listed on TSCA inventory
