| Product Number | 3H30-1-4T |
| Synonyms | (1-Methyl-1H-benzimidazol-2-yl)methylamine |
| Purity | 97 % |
| CAS | 20028-40-4 |
| MDL Number | MFCD00457746 |
| Molecular Formula | C9H11N3 |
| Molecular Weight | 161.208 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H30-1-4T
CAS: 20028-40-4
Molecule Weight: 161.208
Formula: C9H11N3
![1-Methyl-2-[(methylamino)methyl]-1H-benzimidazole](data:image/png;base64,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)
PN: 3H31-1-50
CAS: 137898-62-5
Molecule Weight: 175.235
Formula: C10H13N3
PN: 3H32-1-NT
CAS: 2876-08-6
Molecule Weight: 146.193
Formula: C9H10N2
![1,2,3-Trimethyl-3H-benzo[d]imidazol-1-ium tetrafluoroborate](data:image/png;base64,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)
PN: 7H60-3-10
CAS: 98816-50-3
Molecule Weight: 248.03
Formula: C10H13BF4N2
PN: 3H32-1-5W
CAS: 5805-76-5
Molecule Weight: 160.22
Formula: C10H12N2
PN: 4H01-1-9Q
CAS: 7467-35-8
Molecule Weight: 162.192
Formula: C9H10N2O
PN: 4H15-1-63
CAS: 3012-80-4
Molecule Weight: 160.176
Formula: C9H8N2O
PN: 3H32-9-0H
CAS: 136099-52-0
Molecule Weight: 225.089
Formula: C9H9BrN2
Melting Point: 261-263 ℃
TSCA: Not listed on TSCA inventory