| Product Number | 3H31-3-1N |
| Purity | 98 % |
| CAS | 2285-35-0 |
| MDL Number | MFCD09033509 |
| Molecular Formula | C13H8F3N |
| Molecular Weight | 235.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-1N
CAS: 2285-35-0
Molecule Weight: 235.209
Formula: C13H8F3N
![9-(Trifluoromethyl)-11H-benzo[a]carbazole](data:image/png;base64,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)
PN: 3H31-3-2M
CAS: 1607470-16-5
Molecule Weight: 285.269
Formula: C17H10F3N
PN: 3H31-3-X6
CAS: 13544-43-9
Molecule Weight: 185.149
Formula: C9H6F3N
PN: 3H32-3-AR
CAS: 128562-95-8
Molecule Weight: 185.149
Formula: C9H6F3N
PN: 3H32-3-CH
CAS: 1261728-71-5
Molecule Weight: 179.17
Formula: C10H7F2N
PN: 3H31-3-4W
CAS: 2149601-64-7
Molecule Weight: 181.186
Formula: C10H9F2N
PN: 3H37-3-2G
CAS: 1186404-61-4
Molecule Weight: 210.159
Formula: C10H5F3N2
TSCA: Not listed on TSCA inventory
