| Product Number | 3H31-3-4B |
| CAS | 326-55-6 |
| MDL Number | MFCD09027453 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-4B
CAS: 326-55-6
Molecule Weight: 186.137
Formula: C8H5F3N2
![6-(Trifluoromethyl)-1H-benzo[d]imidazol-2-ol](data:image/png;base64,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)
PN: 4H53-3-14
CAS: 133687-93-1
Molecule Weight: 202.136
Formula: C8H5F3N2O
PN: 3H30-3-83
CAS: 10057-46-2
Molecule Weight: 201.152
Formula: C8H6F3N3
PN: 3H37-3-72
CAS: 1805749-37-4
Molecule Weight: 211.147
Formula: C9H4F3N3
PN: 3H32-3-6U
CAS: 53483-66-2
Molecule Weight: 200.164
Formula: C9H7F3N2
PN: 4H56-3-EJ
CAS: 6758-34-5
Molecule Weight: 216.163
Formula: C9H7F3N2O
PN: 3H31-3-Z5
CAS: 1360953-35-0
Molecule Weight: 204.128
Formula: C8H4F4N2
PN: 3H32-3-6T
CAS: 397869-98-6
Molecule Weight: 200.164
Formula: C9H7F3N2
TSCA: Not listed on TSCA inventory