| Product Number | 3H30-1-G7 |
| Synonyms | 1-(2-Methylaminophenyl)-1H-imidazole |
| Purity | 97.0 % |
| CAS | 25373-55-1 |
| MDL Number | MFCD06654837 |
| Molecular Formula | C10H11N3 |
| Molecular Weight | 173.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-G7
CAS: 25373-55-1
Molecule Weight: 173.219
Formula: C10H11N3
PN: 3H30-1-4Y
CAS: 876717-29-2
Molecule Weight: 187.246
Formula: C11H13N3
PN: 3H37-1-7K
CAS: 25373-49-3
Molecule Weight: 169.187
Formula: C10H7N3
PN: 4H01-1-B9
CAS: 25373-56-2
Molecule Weight: 174.203
Formula: C10H10N2O
PN: 4H15-1-3Z
CAS: 151055-86-6
Molecule Weight: 172.187
Formula: C10H8N2O
PN: 3H30-1-9J
CAS: 65113-25-9
Molecule Weight: 173.219
Formula: C10H11N3
![N-[4-(1H-Imidazol-1-yl)benzyl]-N-methylamine](data:image/png;base64,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)
PN: 3H32-1-4F
CAS: 179873-45-1
Molecule Weight: 187.246
Formula: C11H13N3
PN: 3H32-5-HV
CAS: 141556-45-8
Molecule Weight: 340.9
Formula: C21H25ClN2
TSCA: Not listed on TSCA inventory