| Product Number | 3H30-1-6K |
| Synonyms | (1H-Benzimidazol-2-yl)methylamine |
| CAS | 5805-57-2 |
| MDL Number | MFCD00464052 |
| Molecular Formula | C8H9N3 |
| Molecular Weight | 147.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-6K
CAS: 5805-57-2
Molecule Weight: 147.181
Formula: C8H9N3
PN: 3H31-1-CG
CAS: 98997-01-4
Molecule Weight: 161.208
Formula: C9H11N3
PN: 3H30-1-1C
CAS: 73042-50-9
Molecule Weight: 161.208
Formula: C9H11N3
PN: 3H30-5-5T
CAS: 74461-35-1
Molecule Weight: 234.12
Formula: C9H13Cl2N3
PN: 4H48-1-1U
CAS: 5805-52-7
Molecule Weight: 161.164
Formula: C8H7N3O
PN: 3H31-1-8D
CAS: 64019-57-4
Molecule Weight: 407.481
Formula: C24H21N7
TSCA: Not listed on TSCA inventory
![2-Methyl-1H-benzo[d]imidazole](data:image/png;base64,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)
