| Product Number | 4H15-3-33 |
| Synonyms | 6-(Trifluoromethyl)-1H-benzoimidazole-2-carbaldehyde |
| Purity | 96 % |
| CAS | 944903-91-7 |
| MDL Number | MFCD18432486 |
| Molecular Formula | C9H5F3N2O |
| Molecular Weight | 214.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-33
CAS: 944903-91-7
Molecule Weight: 214.147
Formula: C9H5F3N2O
PN: 4H21-3-18
CAS: 2107-39-3
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H56-3-EJ
CAS: 6758-34-5
Molecule Weight: 216.163
Formula: C9H7F3N2O
PN: 3H31-7-0R
CAS: 107430-29-5
Molecule Weight: 234.61
Formula: C9H6ClF3N2
PN: 3H31-3-4C
CAS: 399-69-9
Molecule Weight: 254.135
Formula: C9H4F6N2
![N-Methyl-1-[5-(trifluoromethyl)-1H-benzimidazol-2-yl]methanamine](data:image/png;base64,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)
PN: 3H31-3-55
CAS: 193534-29-1
Molecule Weight: 229.206
Formula: C10H10F3N3
![3-[5-(Trifluoromethyl)-1H-1,3-benzodiazol-2-yl]propan-1-ol](data:image/png;base64,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)
PN: 4H01-3-Y6
CAS: 175135-15-6
Molecule Weight: 244.217
Formula: C11H11F3N2O
PN: 3H31-3-4B
CAS: 326-55-6
Molecule Weight: 186.137
Formula: C8H5F3N2
TSCA: Not listed on TSCA inventory